library ( terra )
pref = terra :: rast ( './data/4. GeoAI Modeling/future_prec.tif' )
pref
# class : SpatRaster
# dimensions : 193, 154, 12 (nrow, ncol, nlyr)
# resolution : 0.00833, 0.00833 (x, y)
# extent : 129, 131, -14.9, -13.3 (xmin, xmax, ymin, ymax)
# coord. ref. : lon/lat WGS 84 (EPSG:4326)
# source : future_prec.tif
# names : wc2.1~ec_01, wc2.1~ec_02, wc2.1~ec_03, wc2.1~ec_04, wc2.1~ec_05, wc2.1~ec_06, ...
pref = terra :: app ( pref ,fun = "sum" ,na.rm = TRUE )
names ( pref ) = "pre"
pref
# class : SpatRaster
# dimensions : 193, 154, 1 (nrow, ncol, nlyr)
# resolution : 0.00833, 0.00833 (x, y)
# extent : 129, 131, -14.9, -13.3 (xmin, xmax, ymin, ymax)
# coord. ref. : lon/lat WGS 84 (EPSG:4326)
# source(s) : memory
# name : pre
# min value : 1109
# max value : 1750
temf = terra :: rast ( './data/4. GeoAI Modeling/future_tmax.tif' )
temf
# class : SpatRaster
# dimensions : 193, 154, 12 (nrow, ncol, nlyr)
# resolution : 0.00833, 0.00833 (x, y)
# extent : 129, 131, -14.9, -13.3 (xmin, xmax, ymin, ymax)
# coord. ref. : lon/lat WGS 84 (EPSG:4326)
# source : future_tmax.tif
# names : wc2.1~ax_01, wc2.1~ax_02, wc2.1~ax_03, wc2.1~ax_04, wc2.1~ax_05, wc2.1~ax_06, ...
temf = terra :: app ( temf ,fun = "mean" ,na.rm = TRUE )
names ( temf ) = "tem"
temf
# class : SpatRaster
# dimensions : 193, 154, 1 (nrow, ncol, nlyr)
# resolution : 0.00833, 0.00833 (x, y)
# extent : 129, 131, -14.9, -13.3 (xmin, xmax, ymin, ymax)
# coord. ref. : lon/lat WGS 84 (EPSG:4326)
# source(s) : memory
# name : tem
# min value : 33.9
# max value : 37.4
d30 = c ( pref ,temf )
d30 = d30 |>
terra :: as.polygons ( aggregate = FALSE ) |>
sf :: st_as_sf ( ) |>
dplyr :: filter ( dplyr :: if_all ( 1 : 2 ,\( .x ) ! is.na ( .x ) ) )
d30
# Simple feature collection with 16430 features and 2 fields
# Geometry type: POLYGON
# Dimension: XY
# Bounding box: xmin: 129 ymin: -14.9 xmax: 131 ymax: -13.3
# Geodetic CRS: WGS 84
# First 10 features:
# pre tem geometry
# 1 1739 34.6 POLYGON ((130 -13.3, 130 -1...
# 2 1735 34.6 POLYGON ((130 -13.3, 130 -1...
# 3 1745 34.6 POLYGON ((130 -13.3, 130 -1...
# 4 1733 34.6 POLYGON ((130 -13.3, 130 -1...
# 5 1732 34.6 POLYGON ((130 -13.3, 130 -1...
# 6 1731 34.7 POLYGON ((130 -13.3, 130 -1...
# 7 1725 34.8 POLYGON ((130 -13.3, 130 -1...
# 8 1750 34.8 POLYGON ((130 -13.3, 130 -1...
# 9 1741 34.8 POLYGON ((130 -13.3, 130 -1...
# 10 1725 34.7 POLYGON ((130 -13.3, 130 -1...
pred = predict ( bst , data = as.matrix ( sf :: st_drop_geometry ( d30 ) [ ,1 : 2 ] ) ,
gp_coords_pred = sdsfun :: sf_coordinates ( d30 ) ,
predict_var = TRUE , pred_latent = FALSE )
pred
# $fixed_effect
# NULL
#
# $random_effect_mean
# [1] NA
#
# $random_effect_cov
# [1] NA
#
# $response_mean
# [1] 3307 3270 3095 3089 3078 3055 3017 2874 2905 2929
# [11] 2940 2935 2916 2648 2723 2786 2831 2859 2872 2875
# [21] 2182 2296 2428 2552 2654 2733 2789 2829 2862 1705
# [31] 1836 2034 2234 2406 2544 2649 2727 2786 2839 1271
# [41] 1254 1528 1833 2096 2306 2467 2587 2675 2741 2800
# [51] 2867 1394 927 933 1388 1756 2046 2268 2433 2551
# [61] 2634 2693 2744 2800 1774 1475 1213 1235 1529 1841
# [71] 2101 2300 2445 2544 2606 2644 2670 2699 2037 1869
# [81] 1716 1626 1671 1843 2055 2247 2398 2503 2566 2593
# [91] 2595 2583 2136 2054 2007 1994 2022 2096 2207 2335
# [101] 2454 2546 2600 2616 2596 2550 2041 2066 2141 2258
# [111] 2399 2506 2572 2634 2692 2728 2729 2691 2616 2513
# [121] 1886 1928 2060 2240 2471 2748 2893 2900 2921 2940
# [131] 2934 2886 2792 2655 1789 1858 2043 2286 2578 2895
# [141] 3086 3139 3176 3191 3163 3077 2928 1808 1731 1804
# [151] 2003 2279 2595 2907 3151 3310 3412 3457 3430 3316
# [161] 1828 1653 1596 1695 1926 2238 2584 2925 3231 3480
# [171] 3662 3762 3758 3627 3362 1910 1651 1449 1383 1523
# [181] 1820 2188 2577 2964 3340 3684 3960 4136 4178 4043
# [191] 3714 3225 2632 5295 2057 1773 1490 1228 1090 1322
# [201] 1729 2166 2602 3030 3485 3944 4327 4596 4713 4604
# [211] 4192 3582 2838 2014 5216 5147 2219 1954 1680 1403
# [221] 1126 893 1251 1727 2209 2691 3167 3708 4285 4780
# [231] 5146 5339 5280 4785 4081 3221 2254 1251 5158 5065
# [241] 4984 3224 3025 2362 2122 1878 1636 1409 1228 1191
# [251] 1428 1844 2328 2850 3417 4050 4716 5328 5799 6042
# [261] 5956 5492 4737 3804 2814 1958 1505 1388 1448 1531
# [271] 1625 5013 4903 4807 3258 3073 2880 2678 2469 2253
# [281] 2035 1821 1622 1459 1370 1417 1642 2018 2491 3039
# [291] 3674 4409 5207 5974 6593 6935 6880 6390 5553 4524
# [301] 3477 2599 2036 1777 1709 1740 1818 1920 5005 4863
# [311] 4731 4615 3269 3094 2914 2728 2537 2341 2143 1949
# [321] 1766 1609 1500 1474 1572 1817 2194 2666 3223 3899
# [331] 4747 5730 6712 7547 8072 8088 7514 6509 5307 4106
# [341] 3106 2459 2149 2052 2066 2139 2241 4880 4713 4552
# [351] 4410 3261 3089 2917 2743 2567 2388 2207 2027 1855
# [361] 1701 1579 1511 1524 1659 1950 2364 2857 3408 4069
# [371] 5038 6278 7521 8626 9449 9618 8833 7550 6105 4666
# [381] 3444 2751 2486 2407 2421 2486 2584 4570 4375 4197
# [391] 3240 3065 2894 2726 2560 2394 2229 2063 1902 1750
# [401] 1619 1525 1488 1532 1680 2060 2552 3106 3686 4258
# [411] 5352 6916 8373 9689 10838 11479 10117 8554 6908 5247
# [421] 3643 3031 2875 2809 2811 2863 2948 3056 3182 3325
# [431] 3490 5684 4894 4680 4449 4211 3985 3419 3220 3030
# [441] 2851 2681 2519 2363 2210 2059 1910 1765 1630 1517
# [451] 1444 1435 1523 1755 2188 2772 3450 4188 5016 6219
# [461] 7752 9251 10586 11624 11907 10931 9412 7723 6028 4547
# [471] 3736 3420 3285 3247 3270 3333 3423 3530 3651 3786
# [481] 5557 5416 5255 5073 4866 4631 4369 4084 3794 3539
# [491] 3449 3216 2999 2799 2616 2449 2295 2151 2013 1879
# [501] 1748 1620 1500 1398 1335 1341 1466 1768 2286 2997
# [511] 3851 4818 5923 7233 8701 10152 11408 12242 12347 11578
# [521] 10192 8531 6870 5469 4539 4046 3816 3724 3707 3740
# [531] 3807 3890 3979 4071 5574 5435 5276 5095 4886 4643
# [541] 4359 4030 3664 3305 3056 3057 3538 3255 2993 2756
# [551] 2545 2360 2197 2054 1925 1806 1693 1582 1472 1366
# [561] 1270 1204 1201 1326 1670 2297 3178 4237 5428 6736
# [571] 8153 9631 11071 12312 13113 13188 12423 11020 9308 7590
# [581] 6146 5168 4630 4366 4235 4175 4173 4215 4273 4322
# [591] 4358 5613 5482 5332 5162 4967 4736 4456 4106 3674
# [601] 3175 2736 2696 3203 4080 3722 3372 3043 2747 2487
# [611] 2266 2080 1925 1796 1686 1591 1504 1418 1331 1241
# [621] 1151 1074 1035 1102 1432 2197 3293 4568 5962 7444
# [631] 8961 10476 11959 13302 14271 14432 13525 11929 10050 8157
# [641] 6562 5597 5162 4949 4804 4685 4637 4667 4699 4696
# [651] 4659 5557 5425 5278 5115 4925 4692 4381 3948 3345
# [661] 2580 2332 3346 4322 5048 5528 5789 5861 5775 5565
# [671] 5261 4891 4479 4046 3612 3194 2810 2474 2192 1963
# [681] 1780 1636 1524 1439 1373 1317 1264 1206 1140 1066
# [691] 988 915 873 1033 2037 3389 4843 6395 8039 9633
# [701] 11156 12699 14200 15537 16073 14718 12830 10782 8674 6719
# [711] 5923 5769 5656 5500 5280 5150 5208 5202 5121 4985
# [721] 5661 5552 5439 5326 5211 5082 4900 4608 4134 3442
# [731] 3207 4316 5285 5960 6366 6536 6502 6300 5970 5549
# [741] 5069 4554 4024 3500 3002 2554 2175 1872 1641 1466
# [751] 1335 1244 1187 1156 1141 1128 1108 1078 1037 989
# [761] 944 922 1075 2156 3567 5076 6682 8383 10018 11573
# [771] 13153 14706 16125 16787 15401 13546 11547 9482 7518 6792
# [781] 6688 6587 6423 6163 5963 5939 5816 5603 5338 5792
# [791] 5711 5635 5583 5570 5601 5647 5653 5570 5449 5598
# [801] 6170 6791 7239 7471 7485 7295 6935 6451 5888 5281
# [811] 4652 4017 3392 2801 2276 1849 1534 1312 1152 1037
# [821] 965 938 950 983 1019 1045 1060 1067 1081 1128
# [831] 1277 1697 2585 3826 5255 6810 8443 10083 11700 13292
# [841] 14773 15915 16251 15483 14035 12326 10598 9134 8278 7913
# [851] 7726 7563 7357 7122 6861 6526 6125 5696 5952 5898
# [861] 5856 5858 5955 6184 6531 6936 7336 7701 8043 8363
# [871] 8616 8764 8773 8597 8212 7651 6981 6258 5516 4772
# [881] 4032 3302 2603 1981 1502 1193 1006 873 767 702
# [891] 704 768 859 949 1023 1083 1142 1222 1364 1635
# [901] 2136 2945 4038 5342 6800 8360 9972 11600 13198 14646
# [911] 15701 16043 15537 14411 13014 11624 10450 9628 9150 8907
# [921] 8774 8618 8322 7849 7257 6628 6017 6144 6119 6100
# [931] 6128 6301 6740 7436 8280 9185 10019 10532 10621 10505
# [941] 10351 10157 9812 9207 8400 7516 6625 5757 4914 4087
# [951] 3264 2446 1691 1142 886 787 694 570 475 501
# [961] 634 793 933 1047 1144 1242 1370 1569 1893 2403
# [971] 3143 4114 5293 6644 8126 9689 11299 12923 14453 15647
# [981] 16123 15699 14689 13496 12368 11416 10663 10152 9915 9885
# [991] 9862 9531 8798 7899 7025 6239 6354 6377 6390 6394
# [1001] 6409 6553 7196 8275 9522 10900 12312 13081 12726 12183
# [1011] 11767 11461 11067 10199 9088 7986 6946 5979 5075 4208
# [1021] 3339 2427 1481 783 716 785 730 536 312 361
# [1031] 602 824 996 1127 1237 1350 1497 1713 2039 2516
# [1041] 3173 4025 5074 6311 7715 9206 10763 12415 14106 15663
# [1051] 16452 15834 14720 13623 12716 12010 11292 10722 10514 10661
# [1061] 10982 10714 9534 8281 7198 6288 6570 6656 6736 6801
# [1071] 6842 6859 7703 9069 10519 12128 13978 15267 14142 13320
# [1081] 12754 12390 12179 10923 9563 8310 7171 6153 5246 4419
# [1091] 3606 2726 1692 583 1022 1203 1134 847 379 474
# [1101] 786 1006 1158 1267 1359 1459 1593 1792 2084 2496
# [1111] 3053 3771 4668 5761 7068 8457 9918 11552 13318 15182
# [1121] 16716 15410 14220 13219 12481 12083 11300 10658 10457 10699
# [1131] 11384 11381 9604 8177 7033 6104 6805 6976 7158 7349
# [1141] 7562 7906 8696 9877 11207 12629 14015 14729 14370 13745
# [1151] 13188 12697 12087 11031 9731 8446 7267 6247 5406 4715
# [1161] 4098 3464 2774 2247 2179 2165 1982 1643 1280 1172
# [1171] 1262 1358 1425 1468 1506 1562 1658 1813 2047 2376
# [1181] 2814 3376 4086 4974 6066 7324 8732 10287 11911 13427
# [1191] 14259 13880 13047 12220 11538 10988 10386 9872 9651 9739
# [1201] 9973 9685 8614 7472 6491 5673 6807 7039 7310 7621
# [1211] 7974 8389 8928 9674 10611 11646 12682 13565 14036 13997
# [1221] 13660 13210 12668 11938 10926 9703 8425 7229 6230 5509
# [1231] 5055 4766 4526 4268 4018 3807 3550 3187 2749 2339
# [1241] 2064 1924 1843 1776 1715 1670 1657 1693 1789 1955
# [1251] 2192 2504 2894 3383 4016 4864 5972 7308 8761 10170
# [1261] 11326 11951 11916 11442 10797 10140 9533 8990 8555 8275
# [1271] 8129 7994 7651 7036 6326 5650 5042 6927 7241 7621
# [1281] 8069 8588 9177 9828 10520 11235 11947 12600 13114 13422
# [1291] 13503 13370 13058 12564 11839 10844 9633 8329 7078 6069
# [1301] 5499 5381 5528 5757 5932 5919 5643 5167 4588 3981
# [1311] 3424 2983 2657 2400 2178 1987 1835 1736 1702 1735
# [1321] 1835 1991 2188 2409 2658 2985 3540 4499 5817 7225
# [1331] 8478 9412 9936 10035 9764 9233 8568 7915 7389 6990
# [1341] 6643 6294 5933 5600 5302 4996 4660 4302 6683 6990
# [1351] 7381 7864 8444 9119 9876 10647 11284 11781 12205 12528
# [1361] 12720 12874 13050 13081 12902 12509 11854 10867 9628 8265
# [1371] 6890 5741 5321 5680 6339 7066 7727 8000 7597 6857
# [1381] 6046 5239 4493 3892 3415 2991 2603 2261 1985 1789
# [1391] 1682 1661 1714 1820 1943 2040 2070 2041 2163 3000
# [1401] 4489 5965 7116 7859 8268 8446 8296 7800 7048 6259
# [1411] 5763 5456 5071 4528 3911 3567 3618 3706 3686 3563
# [1421] 6620 6969 7426 8001 8696 9507 10421 11398 11969 12252
# [1431] 12477 12573 12465 12390 12777 12927 12830 12532 12033 11009
# [1441] 9747 8372 6901 5390 5061 6121 7215 8323 9467 10304
# [1451] 9441 8428 7453 6490 5524 4805 4208 3606 3028 2514
# [1461] 2097 1800 1626 1568 1609 1716 1842 1919 1856 1557
# [1471] 992 1759 3751 5306 6342 6849 7002 7341 7270 6766
# [1481] 5879 4717 4387 4276 3875 3164 2155 1649 2258 2673
# [1491] 2877 2922 6469 6842 7347 7997 8787 9699 10692 11671
# [1501] 12288 12595 12790 12847 12734 12674 12906 12988 12858 12549
# [1511] 12035 11127 9995 8766 7478 6271 6092 7064 8200 9358
# [1521] 10493 11176 10601 9688 8744 7772 6771 5895 5081 4245
# [1531] 3436 2719 2148 1749 1522 1453 1520 1693 1924 2135
# [1541] 2225 2093 1809 2531 4178 5506 6347 6716 6821 6984
# [1551] 6848 6331 5470 4447 3991 3756 3290 2553 1628 1206
# [1561] 1650 2069 2327 2442 5975 6220 6591 7122 7831 8705
# [1571] 9698 10732 11676 12379 12833 13128 13301 13360 13368 13355
# [1581] 13234 12970 12571 12012 11257 10359 9410 8508 7857 7805
# [1591] 8383 9257 10198 11023 11439 11245 10661 9916 9071 8131
# [1601] 7113 6025 4894 3802 2845 2104 1614 1359 1305 1432
# [1611] 1729 2166 2671 3147 3533 3932 4654 5652 6522 7079
# [1621] 7325 7365 7282 7003 6476 5744 4969 4364 3868 3301
# [1631] 2625 1967 1620 1674 1872 2041 2135 5673 5870 6202
# [1641] 6730 7488 8448 9540 10663 11675 12454 13005 13426 13776
# [1651] 14020 14070 13891 13546 13113 12627 12079 11459 10796 10152
# [1661] 9614 9300 9325 9696 10295 10972 11559 11875 11829 11496
# [1671] 10993 10348 9498 8369 6999 5524 4093 2851 1932 1382
# [1681] 1136 1120 1320 1771 2491 3410 4407 5385 6276 7043
# [1691] 7651 8073 8297 8337 8221 7968 7569 7024 6367 5670
# [1701] 5002 4362 3709 3052 2471 2087 1931 1918 1949 1970
# [1711] 5269 5317 5434 5674 6152 6957 8017 9231 10502 11662
# [1721] 12490 13040 13547 14110 14627 14769 14384 13777 13178 12641
# [1731] 12147 11668 11223 10857 10623 10555 10635 10860 11236 11701
# [1741] 12139 12404 12412 12235 11963 11588 10925 9689 7975 6108
# [1751] 4291 2701 1598 1069 898 931 1169 1746 2801 4215
# [1761] 5793 7397 8800 9631 9873 9856 9743 9561 9281 8877
# [1771] 8376 7804 7178 6510 5796 5058 4325 3630 3023 2560
# [1781] 2255 2076 1971 1901 4962 4944 4962 5048 5373 6263
# [1791] 7420 8722 10154 11596 12380 12741 13263 14049 15030 15445
# [1801] 14615 13714 13012 12500 12123 11797 11554 11434 11462 11635
# [1811] 11764 11823 12010 12317 12679 12945 12908 12795 12712 12666
# [1821] 12447 11042 8852 6618 4448 2424 1086 791 767 844
# [1831] 1039 1576 3050 4999 7115 9339 11475 12365 12025 11575
# [1841] 11177 10826 10433 9873 9277 8681 8081 7454 6687 5848
# [1851] 5028 4262 3582 3021 2589 2272 2045 1882 4664 4597
# [1861] 4547 4528 4659 5589 6698 7931 9329 10898 11568 11793
# [1871] 12318 13185 14406 15145 14007 13094 12471 12089 11896 11753
# [1881] 11723 11824 12051 12397 12563 12502 12555 12720 12985 13252
# [1891] 13127 13043 13051 13158 13293 11754 9365 7028 4748 2528
# [1901] 999 902 920 1015 1217 1663 3505 5776 8198 10743
# [1911] 13344 14279 13595 12948 12386 11915 11464 10788 10153 9556
# [1921] 8975 8382 7565 6651 5751 4898 4123 3456 2907 2471
# [1931] 2133 1880 4497 4389 4294 4229 4240 4466 5056 5886
# [1941] 6850 7914 8949 9644 10102 10657 11401 12218 12612 12307
# [1951] 11849 11522 11372 11377 11495 11717 12028 12391 12728 12899
# [1961] 12896 12863 12874 12942 13000 12970 12936 12935 12894 12533
# [1971] 11326 9436 7348 5273 3394 2099 1556 1405 1479 1825
# [1981] 2679 4325 6535 8985 11439 13516 14502 14396 13882 13282
# [1991] 12700 12125 11520 10934 10377 9810 9165 8365 7439 6469
# [2001] 5518 4636 3859 3202 2659 2219 1878 4260 4132 4022
# [2011] 3951 3963 4127 4483 4992 5591 6237 6876 7451 7980
# [2021] 8525 9101 9643 10014 10163 10213 10284 10436 10703 11093
# [2031] 11583 12118 12624 13009 13185 13153 13007 12842 12712 12631
# [2041] 12590 12577 12544 12377 11878 10860 9371 7633 5863 4272
# [2051] 3083 2380 2069 2074 2459 3401 5017 7176 9588 11919
# [2061] 13774 14779 14921 14532 13925 13278 12668 12117 11621 11150
# [2071] 10642 10016 9213 8246 7189 6122 5116 4229 3479 2846
# [2081] 2307 1872 4030 3885 3758 3668 3640 3702 3856 4071
# [2091] 4300 4524 4797 5219 5753 6265 6688 7047 7454 7961
# [2101] 8478 8949 9404 9932 10610 11394 12179 12871 13361 13532
# [2111] 13390 13068 12694 12357 12142 12083 12103 12085 11908 11443
# [2121] 10598 9395 7955 6441 5035 3924 3188 2778 2661 2927
# [2131] 3797 5429 7654 10126 12497 14371 15376 15498 15068 14398
# [2141] 13687 13066 12593 12227 11894 11510 10964 10156 9110 7933
# [2151] 6721 5566 4572 3764 3070 2433 1878 3805 3641 3493
# [2161] 3372 3291 3255 3246 3224 3132 2935 2761 3068 3705
# [2171] 4211 4473 4576 4962 5910 6907 7743 8432 9136 10124
# [2181] 11238 12280 13183 13848 14004 13647 13094 12486 11906 11527
# [2191] 11511 11625 11684 11584 11235 10564 9586 8382 7053 5737
# [2201] 4674 3992 3534 3254 3238 3839 5575 8011 10640 13199
# [2211] 15331 16317 16156 15532 14742 13933 13290 12953 12763 12604
# [2221] 12410 12034 11209 10033 8721 7350 6002 4901 4122 3416
# [2231] 2685 1952 3583 3399 3227 3074 2946 2839 2727 2563
# [2241] 2275 1778 999 1344 2199 2685 2816 2603 2683 4372
# [2251] 5777 6904 7773 8413 9836 11247 12464 13507 14392 14532
# [2261] 13849 13087 12287 11480 10778 11012 11246 11404 11424 11244
# [2271] 10747 9969 8975 7813 6536 5444 4938 4451 4022 3692
# [2281] 3537 5758 8398 11096 13778 16369 17308 16637 15845 14982
# [2291] 14094 13324 13267 13249 13245 13234 13186 12260 10950 9567
# [2301] 8104 6557 5307 4706 4011 3217 2316 3161 2965 2784
# [2311] 2624 2483 2340 2152 1857 1411 932 1042 1541 1876
# [2321] 1983 1984 2451 3793 5263 6587 7723 8797 10145 11538
# [2331] 12755 13748 14432 14473 13868 13039 12156 11333 10797 10797
# [2341] 11022 11263 11413 11384 11091 10536 9766 8827 7785 6861
# [2351] 6202 5620 5115 4804 5076 6658 8961 11445 13897 16010
# [2361] 16910 16603 15926 15140 14371 13820 13675 13706 13779 13814
# [2371] 13651 12926 11782 10477 9080 7663 6495 5691 4933 4137
# [2381] 3329 2931 2711 2505 2326 2187 2079 1969 1815 1602
# [2391] 1415 1409 1546 1672 1774 2007 2653 3817 5255 6726
# [2401] 8126 9468 10807 12079 13180 14021 14479 14407 13831 12969
# [2411] 12041 11237 10747 10668 10885 11224 11534 11689 11601 11263
# [2421] 10726 10043 9262 8459 7690 6979 6409 6161 6530 7733
# [2431] 9581 11708 13785 15439 16277 16289 15825 15191 14590 14185
# [2441] 14051 14108 14229 14281 14095 13519 12587 11442 10201 8967
# [2451] 7862 6928 6096 5329 4675 2716 2474 2241 2044 1923
# [2461] 1897 1935 1990 2029 2030 1976 1883 1804 1827 2103
# [2471] 2809 3995 5507 7145 8765 10274 11615 12774 13740 14451
# [2481] 14778 14582 13887 12901 11860 10982 10467 10409 10717 11221
# [2491] 11752 12140 12250 12089 11764 11340 10805 10105 9253 8380
# [2501] 7668 7319 7563 8524 10075 11923 13743 15184 15948 16018
# [2511] 15645 15109 14616 14316 14268 14413 14633 14784 14695 14237
# [2521] 13437 12430 11338 10242 9188 8208 7329 6581 6009 2527
# [2531] 2266 2002 1766 1651 1740 1963 2245 2549 2764 2670
# [2541] 2341 2041 1917 2106 2825 4151 5848 7698 9551 11224
# [2551] 12529 13537 14369 15015 15323 14998 14045 12821 11580 10518
# [2561] 9910 9948 10439 11169 11994 12696 12969 12890 12734 12589
# [2571] 12372 11804 10799 9693 8751 8157 8157 8958 10370 12076
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#
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# [15451] 7105203 7967623 7462456 5879098 5044998 6474327
# [15457] 7786304 7821678 6561642 5075301 5792863 7401946
# [15463] 7975590 7178006 5520257 5229200 6849206 7923013
# [15469] 7649427 6178746 5059287 21892139 20917482 20318387
# [15475] 19654823 18953032 17639241 17154537 16835940 16374098
# [15481] 16361810 16357472 16326310 16256120 16163320 15719738
# [15487] 15371000 9118543 5746121 1024185 4206247 6315126
# [15493] 2916883 2531794 6099274 7548850 7034513 4499431
# [15499] 642225 4974085 7220248 7466525 5740379 1867806
# [15505] 3511803 6590963 7601734 6655233 3647161 1705353
# [15511] 5649489 7441787 7258934 5080550 776922 4380264
# [15517] 6983928 7561642 6177601 2683376 2766335 6220432
# [15523] 7568454 6955482 4313439 859278 5138495 7279536
# [15529] 7427311 5598273 1614872 3721048 6690032 7601108
# [15535] 6554687 3435912 1957011 5789827 7479482 7198026
# [15541] 4914180 580334 4563946 7060369 7539214 6053760
# [15547] 2446663 2995302 6337046 7584210 6872141 4121892
# [15553] 1104974 5297267 7333750 7383029 5450599 1359554
# [15559] 3924308 6783576 7595053 6448493 3218646 2204726
# [15565] 5928971 7521061 7141643 4746704 495752 22855776
# [15571] 21646800 21225032 20755410 20248826 19220617 18406458
# [15577] 18146252 17693094 17663757 17588495 17516571 17104180
# [15583] 16834276 15030038 13868800 12236829 7157435 4847011
# [15589] 8032837 6977968 4995714 4839550 6758804 7846846
# [15595] 7447012 5733441 4456633 6014164 7589591 7781786
# [15601] 6510238 4646745 5224261 7113428 7888516 7160967
# [15607] 5287389 4609672 6448789 7762199 7619392 6079880
# [15613] 4467485 5665958 7407986 7856733 6814005 4888012
# [15619] 4917651 6844502 7862128 7386360 5629015 4475447
# [15625] 6116248 7635502 7750984 6414660 4590788 5322977
# [15631] 7187076 7888383 7087218 5190404 4669184 6544368
# [15637] 7792263 7572502 5977528 4452206 5770056 7466493
# [15643] 7839113 6726615 4808581 5004210 6928169 7874614
# [15649] 7323264 5525735 4504423 6217190 7677612 7716120
# [15655] 6316765 4543015 5423417 7256667 7883238 7009038
# [15661] 5095446 4736403 6641226 7825786 7528344 5876006
# [15667] 4493516 22591425 21443481 21078698 20694189 19601265
# [15673] 18696086 18657295 18211211 17995902 17690416 17258578
# [15679] 16657440 15834766 14728886 13284979 11516099 8938625
# [15685] 8911238 8158147 7241260 7143591 7883069 8441692
# [15691] 8225040 7443080 7017137 7554381 8300556 8405230
# [15697] 7767026 7071518 7256501 8053194 8464410 8077017
# [15703] 7278352 7060488 7739365 8394117 8316174 7580857
# [15709] 7019484 7416394 8203783 8446604 7907330 7145455
# [15715] 7154872 7921852 8449621 8192492 7402420 7021791
# [15721] 7596113 8325120 8388289 7724671 7055400 7291206
# [15727] 8090493 8464754 8041005 7246383 7079756 7783349
# [15733] 8411257 8291253 7539223 7015608 7456879 8234915
# [15739] 8437039 7866302 7120644 7182804 7962086 8456613
# [15745] 8159750 7363888 7029981 7638542 8347754 8368790
# [15751] 7681348 7041067 7326606 8125567 8461512 8001712
# [15757] 7213546 7100357 7829538 8431556 8267329 7506841
# [15763] 7132245 22068949 20417234 20170671 19463589 19418253
# [15769] 19374085 19323490 19168505 10415109 10136639 9564490
# [15775] 8625615 7777505 7652376 8185169 8619997 8449030
# [15781] 7856986 7553037 7938941 8508676 8591370 8097041
# [15787] 7590654 7721776 8315148 8638202 8333563 7737425
# [15793] 7582854 8076075 8582219 8520506 7957913 7554168
# [15799] 7837209 8432193 8623991 8203197 7642706 7649374
# [15805] 8214278 8626399 8423369 7827055 7555822 7969330
# [15811] 8527817 8577987 8065533 7579645 7746676 8343750
# [15817] 8638108 8305690 7715564 7597714 8109427 8595497
# [15823] 8500551 7927088 7551724 7867216 8457012 8616661
# [15829] 8172125 7625234 7669209 8245058 8631978 8397815
# [15835] 7799089 7561499 8000710 8545464 8562124 8032621
# [15841] 7569252 7772149 8371225 8635921 8275583 7691453
# [15847] 7611829 8145445 8612970 8482273 7909801 7688025
# [15853] 22860879 22693043 22519993 21758982 21328601 21107774
# [15859] 20040960 19980456 19930584 19885361 19712697 11600538
# [15865] 10836907 9692064 8073818 6499627 6318324 7427390
# [15871] 8189152 7900904 6790672 6124462 6957403 8002061
# [15877] 8140844 6506261 7666706 8218415 7699407 6540184
# [15883] 6195478 7226270 8125905 8022502 6996193 6128833
# [15889] 6751245 7871795 8195046 7464324 6331728 6346680
# [15895] 7484647 8199010 7856546 6730103 6132569 7018608
# [15901] 8034595 8118524 7205448 6187029 6559359 7717750
# [15907] 8218826 7648327 6489018 6225563 7287206 8148076
# [15913] 7989352 6934193 6122060 6812347 7914073 8182709
# [15919] 7406757 6292167 6390848 7540746 8208187 7812213
# [15925] 6671584 6145951 7080570 8064504 8092402 7142700
# [15931] 6163984 6614556 7765724 8214566 7595546 6438545
# [15937] 6257883 7352428 8173729 7957098 6877637 6208986
# [15943] 22435199 22258051 22084254 21913306 21743873 20400127
# [15949] 20203594 20158100 20114618 20067724 12938837 12143981
# [15955] 11124809 9558869 7114532 3739035 3397957 6302245
# [15961] 7651366 7164211 4889858 2574773 5292373 7324564
# [15967] 6799347 7530931 7359766 2602084 4786991 7103533
# [15973] 7643448 6361927 3496679 3552241 6400908 7649852
# [15979] 7077119 4731481 2621568 5434733 7379544 7518080
# [15985] 5840812 2890221 4254698 6841695 7698332 6719564
# [15991] 4034315 3059321 6020076 7584102 7316357 5243539
# [15997] 2563861 4941568 7175335 7622985 6249820 3344003
# [16003] 3710593 6507294 7664664 6999818 4573997 2691478
# [16009] 5573644 7429726 7475863 5708974 2781967 4414302
# [16015] 6917839 7674863 6609315 3871556 3198099 6137254
# [16021] 7605683 7250186 5095397 2565952 21713388 21548767
# [16027] 21395446 21250747 21112427 20517601 20429094 20353991
# [16033] 20195391 20155062 20114706 7286777 4003989 3670669
# [16039] 5948780 7555463 7387437 4890840 7136216 7666002
# [16045] 6411585 3680158 3731182 6449570 7672298 7110345
# [16051] 4837904 2898606 5512496 7406766 7542424 5904458
# [16057] 3134279 4400119 6925033 7803882 6867303 4264906
# [16063] 3356148 6184643 7702223 7402411 5350811 2852136
# [16069] 5038047 7206028 7645729 6302438 3540691 3877295
# [16075] 6553306 7686855 7034645 4688026 2959109 5646557
# [16081] 7456095 7501388 5777426 3038043 4536589 6954408
# [16087] 7696879 6652866 4026774 3408543 6193081 7629011
# [16093] 7279937 5185845 2856525 20893751 20766555 20277868
# [16099] 20203457 20137870 20081565 19993091 19956629 19921813
# [16105] 19885612 8166054 6274405 6856569 7921986 8232598
# [16111] 7532368 6463277 6477233 7551749 8236422 7907384
# [16117] 6836713 6277983 7109114 8078143 8158125 7286031
# [16123] 6340341 6736165 7944795 8590098 8202135 7186615
# [16129] 6948736 7894781 8577715 8253915 7117196 6289886
# [16135] 6915858 7961572 8220401 7477625 6426511 6518545
# [16141] 7605292 8245262 7864880 6781621 6290304 7167635
# [16147] 8107007 8133830 7226528 6307060 6728041 7820349
# [16153] 8251401 7657614 6563154 6394647 7426105 8212333
# [16159] 8003898 6976611 6359683 19664245 19615985 19574582
# [16165] 7974702 7577365 7855808 8442661 8632230 8216567
# [16171] 7664410 7670968 8227506 8634623 8433976 7845895
# [16177] 7579199 7986301 8537281 8586044 8082051 7627288
# [16183] 7888432 8717777 9420688 9600255 9422579 9372738
# [16189] 9560138 9538557 8987528 8124884 7619520 7890150
# [16195] 8466387 8624884 8186254 7647490 7690590 8257921
# [16201] 8640144 8408708 7818279 7584571 8016878 8554595
# [16207] 8571064 8048333 7592191 7791761 8382443 8644033
# [16213] 8288021 7712394 7634144 8159760 8621531 8492296
# [16219] 7927745 7341976 8165013 8416926 7856318 7056206
# [16225] 7066164 7871475 8420062 8153306 7327346 6925499
# [16231] 7531345 8291760 8356469 7665724 6985107 7374065
# [16237] 8624493 9807597 10506500 10772355 10800112 10629520
# [16243] 10089026 9044776 7730833 6968003 7387516 8196954
# [16249] 8407655 7814198 7030293 7095795 7913472 8427307
# [16255] 8119249 7286711 6933947 7575233 8314471 7620079
# [16261] 6945697 7247435 8083696 8432369 7128111 7008359
# [16267] 5537629 7360082 7823005 6743933 4702172 4734385
# [16273] 6775680 7828565 7337733 5498384 4249795 6014449
# [16279] 7596621 7715703 6327094 4383657 5322978 7858741
# [16285] 9780938 10916620 11436895 11502952 11141458 10225156
# [16291] 8566650 6146102 4247514 5647909 7421815 7806613
# [16297] 6653912 4615907 4828292 6862714 5388393 4281732
# [16303] 6119880 7638461 4324358 6993522 7569011 6191195
# [16309] 2746393 2826701 6233783 7575803 6965204 4343049
# [16315] 1088836 5160164 7289849 7437698 5617293 1734996
# [16321] 3886023 7467696 9722462 11006993 11600196 11676491
# [16327] 11262102 10225943 8318455 5204792 897161 4591710
# [16333] 7072092 7548893 6069174 2518342 3049104 6349758
# [16339] 7591505 4154033 1285785 5316887 7341943 7993638
# [16345] 7081027 5524018 5546250 7107164 7998455 7577385
# [16351] 6098234 5221968 6494652 7798340 7900544 6742193
# [16357] 5317599 6018688 8101969 9818791 10851905 11319254
# [16363] 11377738 11054992 10223022 8725511 6661945 7979342
# [16369] 7007265 5465041 5611602 7179068 8009602 8070045
# [16375] 7418727 7426616 8082701 8548147 8320090 7635570
# [16381] 7315734 7801404 8437953 8493305 7912733 7371049
# [16387] 7700133 8753308 9762996 10322364 10489999 10407611
# [16393] 9996472 9113213 7996845 8537311 8034905 7398251
# [16399] 7450133 7525722 8139727 8581187 8364322 7720134
# [16405] 7422990 7875070 8475967 8528775 7980413 7471870
# [16411] 7738341 8583884 9226703 9256698 9305090 8844654
# [16417] 8094463 7499367 7234448 8068037 7671812 6317637
# [16423] 5551854 6673624 7878289 7974459 6899667 5631630
# [16429] 8338140 1583364
d30 $ burned = pred $ response_mean
d30
# Simple feature collection with 16430 features and 3 fields
# Geometry type: POLYGON
# Dimension: XY
# Bounding box: xmin: 129 ymin: -14.9 xmax: 131 ymax: -13.3
# Geodetic CRS: WGS 84
# First 10 features:
# pre tem geometry burned
# 1 1739 34.6 POLYGON ((130 -13.3, 130 -1... 3307
# 2 1735 34.6 POLYGON ((130 -13.3, 130 -1... 3270
# 3 1745 34.6 POLYGON ((130 -13.3, 130 -1... 3095
# 4 1733 34.6 POLYGON ((130 -13.3, 130 -1... 3089
# 5 1732 34.6 POLYGON ((130 -13.3, 130 -1... 3078
# 6 1731 34.7 POLYGON ((130 -13.3, 130 -1... 3055
# 7 1725 34.8 POLYGON ((130 -13.3, 130 -1... 3017
# 8 1750 34.8 POLYGON ((130 -13.3, 130 -1... 2874
# 9 1741 34.8 POLYGON ((130 -13.3, 130 -1... 2905
# 10 1725 34.7 POLYGON ((130 -13.3, 130 -1... 2929