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
56690
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)
1992 (V20)
Data file: Multilateral Effective Development Assistance (MEDA)
Overview
Valid:
134
Invalid:
0
Type:
Discrete
Decimal:
2
Range:
-114.682536287926 - 10688.8418798345
Format:
Numeric
Questions and instructions
Categories
| Value | Category | Cases | |
|---|---|---|---|
| -114.682536287926 | 1 |
0.7%
|
|
| -104.1584771953 | 1 |
0.7%
|
|
| -55.167737824207 | 1 |
0.7%
|
|
| -49.5437481195694 | 1 |
0.7%
|
|
| -49.166218614461 | 1 |
0.7%
|
|
| -47.8692399567423 | 1 |
0.7%
|
|
| -30.382694166847 | 1 |
0.7%
|
|
| -23.7060756349562 | 1 |
0.7%
|
|
| -16.6597422625449 | 1 |
0.7%
|
|
| -16.4682257943877 | 1 |
0.7%
|
|
| -7.42853085509734 | 1 |
0.7%
|
|
| -4.33764875549799 | 1 |
0.7%
|
|
| -3.12703977305925 | 1 |
0.7%
|
|
| -2.25448892382885 | 1 |
0.7%
|
|
| -1.5715663931932 | 1 |
0.7%
|
|
| -1.15019199883332 | 1 |
0.7%
|
|
| -0.3068068114833 | 1 |
0.7%
|
|
| -0.0231750577844266 | 1 |
0.7%
|
|
| 0 | 6 |
4.5%
|
|
| 0.818579128312016 | 1 |
0.7%
|
|
| 1.53749994105331 | 1 |
0.7%
|
|
| 2.01780124217456 | 1 |
0.7%
|
|
| 2.35229084461343 | 1 |
0.7%
|
|
| 2.3793209050466 | 1 |
0.7%
|
|
| 2.59002969414401 | 1 |
0.7%
|
|
| 2.83791653908067 | 1 |
0.7%
|
|
| 3.83239520380071 | 1 |
0.7%
|
|
| 3.9798080254933 | 1 |
0.7%
|
|
| 4.45 | 1 |
0.7%
|
|
| 4.5 | 1 |
0.7%
|
|
| 4.55543432146287 | 1 |
0.7%
|
|
| 4.7053205736072 | 1 |
0.7%
|
|
| 5.08 | 1 |
0.7%
|
|
| 5.26374592103016 | 1 |
0.7%
|
|
| 6.56837585773786 | 1 |
0.7%
|
|
| 7.62191892943162 | 1 |
0.7%
|
|
| 7.90725707849217 | 1 |
0.7%
|
|
| 7.98328976510588 | 1 |
0.7%
|
|
| 8.32361061629409 | 1 |
0.7%
|
|
| 8.51317861252894 | 1 |
0.7%
|
|
| 8.66615455812035 | 1 |
0.7%
|
|
| 8.69770844587929 | 1 |
0.7%
|
|
| 8.84536215669787 | 1 |
0.7%
|
|
| 9.8548873780976 | 1 |
0.7%
|
|
| 11.3127618435733 | 1 |
0.7%
|
|
| 12.1296269513316 | 1 |
0.7%
|
|
| 12.7751913378429 | 1 |
0.7%
|
|
| 13.3122813846554 | 1 |
0.7%
|
|
| 14.0038510825614 | 1 |
0.7%
|
|
| 15.6330655241145 | 1 |
0.7%
|
|
| 15.7116284184131 | 1 |
0.7%
|
|
| 16.1442976160463 | 1 |
0.7%
|
|
| 16.4746022381595 | 1 |
0.7%
|
|
| 16.7496487569644 | 1 |
0.7%
|
|
| 19.7578496396532 | 1 |
0.7%
|
|
| 20.86 | 1 |
0.7%
|
|
| 22.1 | 1 |
0.7%
|
|
| 22.1434828301719 | 1 |
0.7%
|
|
| 24.3079004591008 | 1 |
0.7%
|
|
| 25.0161095669728 | 1 |
0.7%
|
|
| 26.5716676149203 | 1 |
0.7%
|
|
| 31.3404856201374 | 1 |
0.7%
|
|
| 32.8234258756431 | 1 |
0.7%
|
|
| 33.1736081215176 | 1 |
0.7%
|
|
| 38.7324502311397 | 1 |
0.7%
|
|
| 39.3676823786199 | 1 |
0.7%
|
|
| 40.5543426922737 | 1 |
0.7%
|
|
| 40.9990230675367 | 1 |
0.7%
|
|
| 43.3398782385669 | 1 |
0.7%
|
|
| 44.7229779900732 | 1 |
0.7%
|
|
| 45.24 | 1 |
0.7%
|
|
| 46.578096071637 | 1 |
0.7%
|
|
| 47.0109308546213 | 1 |
0.7%
|
|
| 50.1327419323202 | 1 |
0.7%
|
|
| 51.5117808400976 | 1 |
0.7%
|
|
| 53.4857579766352 | 1 |
0.7%
|
|
| 59.6326748815364 | 1 |
0.7%
|
|
| 59.7613685902121 | 1 |
0.7%
|
|
| 59.8212787787119 | 1 |
0.7%
|
|
| 60.6977281035035 | 1 |
0.7%
|
|
| 65.0360833992489 | 1 |
0.7%
|
|
| 65.7341508617144 | 1 |
0.7%
|
|
| 65.9940687806872 | 1 |
0.7%
|
|
| 68.5341132054468 | 1 |
0.7%
|
|
| 69.8994931207718 | 1 |
0.7%
|
|
| 71.9703912956274 | 1 |
0.7%
|
|
| 73.3350336461354 | 1 |
0.7%
|
|
| 73.6295455441015 | 1 |
0.7%
|
|
| 74.6 | 1 |
0.7%
|
|
| 77.3413362129152 | 1 |
0.7%
|
|
| 84.4854418946312 | 1 |
0.7%
|
|
| 84.8982232039683 | 1 |
0.7%
|
|
| 88.3421807631144 | 1 |
0.7%
|
|
| 94.3037457410485 | 1 |
0.7%
|
|
| 101.502695224753 | 1 |
0.7%
|
|
| 104.094659336475 | 1 |
0.7%
|
|
| 106.070133618506 | 1 |
0.7%
|
|
| 108.666844597956 | 1 |
0.7%
|
|
| 109.853335275966 | 1 |
0.7%
|
|
| 130.482866506492 | 1 |
0.7%
|
|
| 133.818111670182 | 1 |
0.7%
|
|
| 134.103019940412 | 1 |
0.7%
|
|
| 136.787238213758 | 1 |
0.7%
|
|
| 144.197203446338 | 1 |
0.7%
|
|
| 146.728343180404 | 1 |
0.7%
|
|
| 149.188540628863 | 1 |
0.7%
|
|
| 156.117345025206 | 1 |
0.7%
|
|
| 167.695328408848 | 1 |
0.7%
|
|
| 167.803952809635 | 1 |
0.7%
|
|
| 175.213849942595 | 1 |
0.7%
|
|
| 183.118512797176 | 1 |
0.7%
|
|
| 191.936102222028 | 1 |
0.7%
|
|
| 192.958278730688 | 1 |
0.7%
|
|
| 194.784648754446 | 1 |
0.7%
|
|
| 214.684369990304 | 1 |
0.7%
|
|
| 240.498863829379 | 1 |
0.7%
|
|
| 240.84401312948 | 1 |
0.7%
|
|
| 270.510863091622 | 1 |
0.7%
|
|
| 284.349153982893 | 1 |
0.7%
|
|
| 314.772725654165 | 1 |
0.7%
|
|
| 352.800014811575 | 1 |
0.7%
|
|
| 367.23258382489 | 1 |
0.7%
|
|
| 369.865985212024 | 1 |
0.7%
|
|
| 384.810000940009 | 1 |
0.7%
|
|
| 573.088642681661 | 1 |
0.7%
|
|
| 617.868387363884 | 1 |
0.7%
|
|
| 736.545225004079 | 1 |
0.7%
|
|
| 937.938293496633 | 1 |
0.7%
|
|
| 10688.8418798345 | 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.