N° Total de Instrumentos de Fomento (2018-2021) (83)
| 14 |
| 17 |
| 33 |
| 127 |
| 134 |
| 159 |
| 225 |
| 238 |
| 288 |
Total Beneficiarios PAMMA (2018-2021) (81)
| 69 |
| 70 - 79 |
| 80 - 90 |
| 91 - 266 |
| 267 - 547 |
| 548 - 651 |
| 652 - 682 |
| 683 - 877 |
| 878 - 1267 |
Valor Beneficio UF (2018-2021) Todos los instrumentos (80)
| 3342,05 - 4980,86 |
| 4980,87 - 8765,36 |
| 8765,37 - 52296,05 |
| 52296,06 - 85264,66 |
| 85264,67 - 108075,08 |
AP2020 (2)
AP2021 (3)
AP_2020_2021 (5)
KernelD_AP_2020_2021 (6)
| 0,001 - 0 |
| 0,001 - 0 |
| 0,001 - 0,001 |
| 0,002 - 0,001 |
| 0,002 - 0,002 |
| 0,003 - 0,003 |
| 0,004 - 0,003 |
| 0,004 - 0,004 |
| 0,005 - 0,005 |
| 0,006 - 0,006 |
APS2021 (12)
| 101,905792 |
| 101,905793 - 229,288033 |
| 229,288034 - 356,670273 |
| 356,670274 - 509,528962 |
| 509,528963 - 764,293443 |
APS2020 (13)
| 445,518895 |
| 445,518896 - 596,677091 |
| 596,677092 - 690,598485 |
| 690,598486 - 820,431000 |
| 820,431001 - 828,718182 |
APS2019 (14)
| 302,701729 |
| 302,701730 - 756,754323 |
APS2018 (15)
| 103,707061 |
| 103,707062 - 200,343176 |
| 200,343177 - 235,697864 |
| 235,697865 - 494,965476 |
| 494,965477 - 707,093543 |
APS_2018_2021 (9)
KernelD_APS_2018_2021 (10)
| 0,000001 - 0,000001 |
| 0,000002 - 0,000002 |
| 0,000003 - 0,000003 |
| 0,000004 - 0,000004 |
| 0,000005 - 0,000005 |
| 0,000006 - 0,000006 |
| 0,000007 - 0,000008 |
| 0,000009 - 0,000009 |
| 0,00001 - 0,00001 |
| 0,000011 - 0,000012 |
PAMMA_2019 (72)
KernelD_PAMMA_2019 (76)
| 0,001 - 0,001 |
| 0,002 - 0,004 |
| 0,005 - 0,007 |
| 0,008 - 0,011 |
| 0,012 - 0,014 |
| 0,015 - 0,017 |
| 0,018 - 0,021 |
| 0,022 - 0,025 |
| 0,026 - 0,029 |
| 0,03 - 0,036 |
PAMMA_2018 (22)
KernelD_PAMMA_2018 (75)
| 0,001 - 0,001 |
| 0,002 - 0,002 |
| 0,003 - 0,003 |
| 0,004 - 0,004 |
| 0,005 - 0,005 |
| 0,006 - 0,007 |
| 0,008 - 0,009 |
| 0,01 - 0,01 |
| 0,011 - 0,012 |
| 0,013 - 0,014 |
PAMMA_2021 (19)
| 1 - 2 |
| 3 - 4 |
| 5 - 6 |
| 7 - 10 |
| 11 - 14 |
KernelD_PAMMA_2021 (20)
| 0,000001 - 0,000006 |
| 0,000007 - 0,000016 |
| 0,000017 - 0,000027 |
| 0,000028 - 0,000041 |
| 0,000042 - 0,000058 |
| 0,000059 - 0,000081 |
| 0,000082 - 0,000112 |
| 0,000113 - 0,000142 |
| 0,000143 - 0,000172 |
| 0,000173 - 0,000199 |
PAMMA_2020 (23)
| 1 - 2 |
| 3 - 4 |
| 5 - 6 |
| 7 - 9 |
| 10 - 15 |
KernelD_PAMMA_2020 (24)
| 0,000001 - 0,000007 |
| 0,000008 - 0,000019 |
| 0,00002 - 0,000033 |
| 0,000034 - 0,000047 |
| 0,000048 - 0,000067 |
| 0,000068 - 0,000093 |
| 0,000094 - 0,000127 |
| 0,000128 - 0,000168 |
| 0,000169 - 0,000207 |
| 0,000208 - 0,000246 |
PERF_2020_2021 (27)
| 0,000000 - 223,173685 |
| 223,173686 - 414,359136 |
| 414,359137 - 636,911203 |
| 636,911204 - 856,894663 |
| 856,894664 - 966,838013 |
KernelD_PERF_2020_2021 (28)
| 0,001 - 0,759 |
| 0,76 - 2,427 |
| 2,428 - 4,4 |
| 4,401 - 6,675 |
| 6,676 - 9,558 |
| 9,559 - 13,502 |
| 13,503 - 18,205 |
| 18,206 - 24,273 |
| 24,274 - 31,252 |
| 31,253 - 38,686 |
PERF_2021 (30)
| 37 - 43 |
| 44 - 51 |
| 52 - 58 |
| 59 - 66 |
| 67 - 74 |
KernelD_PERF_2021 (31)
| 0,001 - 0,454 |
| 0,455 - 1,426 |
| 1,427 - 2,527 |
| 2,528 - 3,694 |
| 3,695 - 4,925 |
| 4,926 - 6,675 |
| 6,676 - 9,008 |
| 9,009 - 11,406 |
| 11,407 - 13,934 |
| 13,935 - 16,526 |
PERF_2020 (33)
| 158,975758 - 414,359136 |
| 414,359137 - 621,538650 |
| 621,538651 - 856,894663 |
| 856,894664 - 944,267213 |
| 944,267214 - 966,838013 |
KernelD_PERF_2020 (34)
| 0,001 - 0,488 |
| 0,489 - 1,587 |
| 1,588 - 2,807 |
| 2,808 - 4,15 |
| 4,151 - 5,553 |
| 5,554 - 7,079 |
| 7,08 - 8,849 |
| 8,85 - 10,74 |
| 10,741 - 12,876 |
| 12,877 - 15,561 |
G_RRR_2021 (37)
| 102 - 109 |
| 110 - 117 |
| 118 - 126 |
| 127 - 134 |
| 135 - 143 |
KernelD_G_RRR_2021 (38)
| 0,001 - 0,669 |
| 0,67 - 2,173 |
| 2,174 - 4,18 |
| 4,181 - 7,022 |
| 7,023 - 10,533 |
| 10,534 - 14,879 |
| 14,88 - 21,065 |
| 21,066 - 28,421 |
| 28,422 - 35,61 |
| 35,611 - 42,632 |
G_RRR_2020 (40)
| 64 - 70 |
| 71 - 78 |
| 79 - 85 |
| 86 - 93 |
| 94 - 101 |
KernelD_G_RRR_2020 (41)
| 0,001 - 0,777 |
| 0,778 - 2,643 |
| 2,644 - 4,975 |
| 4,976 - 7,618 |
| 7,619 - 11,038 |
| 11,039 - 15,546 |
| 15,547 - 20,677 |
| 20,678 - 26,274 |
| 26,275 - 32,648 |
| 32,649 - 39,644 |
G_RRR_2019 (43)
| 36 - 40 |
| 41 - 46 |
| 47 - 51 |
| 52 - 57 |
| 58 - 63 |
KernelD_G_RRR_2019 (44)
| 0,001 - 3,323 |
| 3,324 - 12,461 |
| 12,462 - 24,921 |
| 24,922 - 43,197 |
| 43,198 - 65,626 |
| 65,627 - 91,378 |
| 91,379 - 120,452 |
| 120,453 - 150,358 |
| 150,359 - 181,094 |
| 181,095 - 211,83 |
G_RRR_2018 (46)
| 1,759013 - 252,267398 |
| 252,267399 - 505,540047 |
| 505,540048 - 892,288384 |
| 892,288385 - 1468,372559 |
| 1468,372560 - 3758,367046 |
KernelD_G_RRR_2018 (47)
| 0,001 - 1,14 |
| 1,141 - 4,561 |
| 4,562 - 8,836 |
| 8,837 - 13,967 |
| 13,968 - 20,808 |
| 20,809 - 29,074 |
| 29,075 - 38,195 |
| 38,196 - 48,171 |
| 48,172 - 59,573 |
| 59,574 - 72,684 |
FNDR_2018_2021 (55)
| 167,768731 |
| 167,768732 - 206,326515 |
| 206,326516 - 419,421826 |
| 419,421827 - 838,843653 |
| 838,843654 - 9213,858683 |
Kernel_FNDR_2018_2021 (56)
| 0,001 - 0,028 |
| 0,029 - 0,102 |
| 0,103 - 0,223 |
| 0,224 - 0,418 |
| 0,419 - 0,696 |
| 0,697 - 1,183 |
FNDR_2021 (68)
| 167,768731 |
| 167,768732 - 206,326515 |
| 206,326516 - 419,421826 |
| 419,421827 - 838,843653 |
| 838,843654 - 9213,858683 |
Kernel_FNDR_2021 (69)
| 0,001 - 2,363 |
| 2,364 - 9,115 |
| 9,116 - 21,606 |
| 21,607 - 39,499 |
| 39,5 - 61,443 |
| 61,444 - 86,088 |
FNDR_2020 (65)
| 174,344724 |
| 174,344725 - 435,861811 |
| 435,861812 - 871,723622 |
| 871,723623 - 8145,385521 |
Kernel_FNDR_2020 (66)
| 0,001 - 1,324 |
| 1,325 - 5,561 |
| 5,562 - 11,916 |
| 11,917 - 22,773 |
| 22,774 - 42,104 |
| 42,105 - 67,526 |
FNDR_2019 (62)
| 79,070978 - 91,112454 |
| 91,112455 - 128,747740 |
| 128,747741 - 146,228718 |
| 146,228719 - 165,758277 |
| 165,758278 - 179,504906 |
Kernel_FNDR_2019 (63)
| 0,001 - 0,069 |
| 0,07 - 0,212 |
| 0,213 - 0,365 |
| 0,366 - 0,561 |
| 0,562 - 0,852 |
| 0,853 - 1,35 |
FNDR_2018 (59)
| 52,915903 - 80,064062 |
| 80,064063 - 110,433189 |
| 110,433190 - 132,519827 |
| 132,519828 - 170,619277 |
| 170,619278 - 184,055315 |
Kernel_FNDR_2018 (60)
| 0,001 - 0,082 |
| 0,083 - 0,245 |
| 0,246 - 0,438 |
| 0,439 - 0,712 |
| 0,713 - 1,112 |
| 1,113 - 1,891 |
|