Measuring Aid Flows: A New Approach 1975-1995
Angola, Argentina, Armenia...and 158 more, 1975 - 1995
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Reference ID
WLD_1995_MAFNA_v01_M
Producer(s)
David R. Dollar and Craig Burnside
Metadata
Created on
Nov 14, 2011
Last modified
Jun 14, 2022
Page views
56313
Downloads
41
- Data files
-
Average GE on
all BEDA loans
with
disbursements
during each
given year (Avg
BEDA GE) -
Bilateral Debt
forgiveness
used to adjust
bilateral
grants (B
Debtf) -
Bilateral
grants used to
construct BEDA
(B Grants) -
Total
disbursements
on bilateral
EDA loans (BEDA
Disb) -
Bilateral grant
equivalents
used to
construct BEDA
(BEDA GQ) -
Bilateral EDA
(BEDA) -
Memo item,
bilateral
technical
assistance
(Memo BTA) -
Average GE on
all EDA loans
with
disbursements
during each
given year (Avg
EDA GE) -
Bilateral Debt
forgiveness
used to adjust
bilateral
grants (B
Debtf) -
Total
disbursements
on EDA loans
(EDA Disb) -
Grant
equivalents
used to
construct EDA
(EDA GQ) -
Effective
Development
Assistance
(EDA) -
Grants used to
construct EDA -
Memo item,
total technical
assistance
(Memo TA) -
Average GE on
all MEDA loans
with
disbursements
during each
given year (Avg
MEDA GE) -
Multilateral
grants used to
construct MEDA
(M Grants) -
Total
disbursements
on
Multilateral
EDA loans (MEDA
Disb) -
Multilateral
grant
equivalents
used to
construct MEDA
(MEDA GQ) -
Multilateral
Effective
Development
Assistance
(MEDA) -
Memo item,
multilateral
technical
assistance
(Memo MTA)
1975 (V3)
Data file: Total disbursements on bilateral EDA loans (BEDA Disb)
Overview
Valid:
134
Invalid:
0
Type:
Discrete
Decimal:
2
Range:
0 - 9840.316
Format:
Numeric
Questions and instructions
Categories
| Value | Category | Cases | |
|---|---|---|---|
| 0 | 39 |
29.1%
|
|
| 0.088 | 1 |
0.7%
|
|
| 0.116 | 1 |
0.7%
|
|
| 0.117 | 1 |
0.7%
|
|
| 0.147 | 1 |
0.7%
|
|
| 0.363 | 1 |
0.7%
|
|
| 0.475 | 1 |
0.7%
|
|
| 0.517 | 1 |
0.7%
|
|
| 0.571 | 1 |
0.7%
|
|
| 0.64 | 1 |
0.7%
|
|
| 0.899 | 1 |
0.7%
|
|
| 1.058 | 1 |
0.7%
|
|
| 1.374 | 1 |
0.7%
|
|
| 1.522 | 1 |
0.7%
|
|
| 2.117 | 1 |
0.7%
|
|
| 3.059 | 1 |
0.7%
|
|
| 3.09 | 1 |
0.7%
|
|
| 3.287 | 1 |
0.7%
|
|
| 3.963 | 1 |
0.7%
|
|
| 4.366 | 1 |
0.7%
|
|
| 4.719 | 1 |
0.7%
|
|
| 5.225 | 1 |
0.7%
|
|
| 5.52 | 1 |
0.7%
|
|
| 5.756 | 1 |
0.7%
|
|
| 5.96 | 1 |
0.7%
|
|
| 6.357 | 1 |
0.7%
|
|
| 6.597 | 1 |
0.7%
|
|
| 6.796 | 1 |
0.7%
|
|
| 6.819 | 1 |
0.7%
|
|
| 8.09 | 1 |
0.7%
|
|
| 8.326 | 1 |
0.7%
|
|
| 8.368 | 1 |
0.7%
|
|
| 8.634 | 1 |
0.7%
|
|
| 9.109 | 1 |
0.7%
|
|
| 10.382 | 1 |
0.7%
|
|
| 11.121 | 1 |
0.7%
|
|
| 11.379 | 1 |
0.7%
|
|
| 14.891 | 1 |
0.7%
|
|
| 15.496 | 1 |
0.7%
|
|
| 17.774 | 1 |
0.7%
|
|
| 18.376 | 1 |
0.7%
|
|
| 19.079 | 1 |
0.7%
|
|
| 20.193 | 1 |
0.7%
|
|
| 20.678 | 1 |
0.7%
|
|
| 21.07 | 1 |
0.7%
|
|
| 23.467 | 1 |
0.7%
|
|
| 23.848 | 1 |
0.7%
|
|
| 24.388 | 1 |
0.7%
|
|
| 29.614 | 1 |
0.7%
|
|
| 30.559 | 1 |
0.7%
|
|
| 31.517 | 1 |
0.7%
|
|
| 32.509 | 1 |
0.7%
|
|
| 34.408 | 1 |
0.7%
|
|
| 35.575 | 1 |
0.7%
|
|
| 35.814 | 1 |
0.7%
|
|
| 36.397 | 1 |
0.7%
|
|
| 36.619 | 1 |
0.7%
|
|
| 38.793 | 1 |
0.7%
|
|
| 39.331 | 1 |
0.7%
|
|
| 40.008 | 1 |
0.7%
|
|
| 44.799 | 1 |
0.7%
|
|
| 44.845 | 1 |
0.7%
|
|
| 47.589 | 1 |
0.7%
|
|
| 48.563 | 1 |
0.7%
|
|
| 48.624 | 1 |
0.7%
|
|
| 49.997 | 1 |
0.7%
|
|
| 50.534 | 1 |
0.7%
|
|
| 52.15 | 1 |
0.7%
|
|
| 61.381 | 1 |
0.7%
|
|
| 61.389 | 1 |
0.7%
|
|
| 61.776 | 1 |
0.7%
|
|
| 66.892 | 1 |
0.7%
|
|
| 72.605 | 1 |
0.7%
|
|
| 79.25 | 1 |
0.7%
|
|
| 89.043 | 1 |
0.7%
|
|
| 96.705 | 1 |
0.7%
|
|
| 108.682 | 1 |
0.7%
|
|
| 113.889 | 1 |
0.7%
|
|
| 119.339 | 1 |
0.7%
|
|
| 135.66 | 1 |
0.7%
|
|
| 137.384 | 1 |
0.7%
|
|
| 161.41 | 1 |
0.7%
|
|
| 169.146 | 1 |
0.7%
|
|
| 182.528 | 1 |
0.7%
|
|
| 184.437 | 1 |
0.7%
|
|
| 200.328 | 1 |
0.7%
|
|
| 220.502 | 1 |
0.7%
|
|
| 246.843 | 1 |
0.7%
|
|
| 391.464 | 1 |
0.7%
|
|
| 446.506 | 1 |
0.7%
|
|
| 518.892 | 1 |
0.7%
|
|
| 654.9 | 1 |
0.7%
|
|
| 694.774 | 1 |
0.7%
|
|
| 1116.234 | 1 |
0.7%
|
|
| 2263.925 | 1 |
0.7%
|
|
| 9840.316 | 1 |
0.7%
|
Warning: these figures indicate the number of cases found in the data file. They cannot be interpreted as summary statistics of the population of interest.