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
44830
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)
1994 (V22)
Data file: Bilateral EDA (BEDA)
Overview
Valid:
134
Invalid:
0
Type:
Discrete
Decimal:
2
Range:
-32.8886641914989 - 19719.1522947887
Format:
Numeric
Questions and instructions
Categories
| Value | Category | Cases | |
|---|---|---|---|
| -32.8886641914989 | 1 |
0.7%
|
|
| -1.4545238017752 | 1 |
0.7%
|
|
| 0.248918105284052 | 1 |
0.7%
|
|
| 0.58105077980799 | 1 |
0.7%
|
|
| 0.629743951451476 | 1 |
0.7%
|
|
| 1.17293851728782 | 1 |
0.7%
|
|
| 1.62076611991102 | 1 |
0.7%
|
|
| 2.51131045060626 | 1 |
0.7%
|
|
| 3.62343192984462 | 1 |
0.7%
|
|
| 4.19230595041232 | 1 |
0.7%
|
|
| 4.92402736043894 | 1 |
0.7%
|
|
| 5.16141983901129 | 1 |
0.7%
|
|
| 5.60309634909148 | 1 |
0.7%
|
|
| 5.79249688449871 | 1 |
0.7%
|
|
| 6.25 | 1 |
0.7%
|
|
| 6.71915207103407 | 1 |
0.7%
|
|
| 7.3 | 1 |
0.7%
|
|
| 7.54565756950826 | 1 |
0.7%
|
|
| 7.64 | 1 |
0.7%
|
|
| 8.39073782684358 | 1 |
0.7%
|
|
| 9.36361616977656 | 1 |
0.7%
|
|
| 10.17 | 1 |
0.7%
|
|
| 10.8773319879773 | 1 |
0.7%
|
|
| 11.5065597564574 | 1 |
0.7%
|
|
| 11.7881887926472 | 1 |
0.7%
|
|
| 11.7967471566194 | 1 |
0.7%
|
|
| 12.1731145802411 | 1 |
0.7%
|
|
| 13.59 | 1 |
0.7%
|
|
| 14.3959876766505 | 1 |
0.7%
|
|
| 14.42 | 1 |
0.7%
|
|
| 14.7355957641854 | 1 |
0.7%
|
|
| 14.8418778307713 | 1 |
0.7%
|
|
| 15.3618042890359 | 1 |
0.7%
|
|
| 15.54 | 1 |
0.7%
|
|
| 16.0122825701125 | 1 |
0.7%
|
|
| 16.7160702408624 | 1 |
0.7%
|
|
| 16.8570166696007 | 1 |
0.7%
|
|
| 17.3695168671633 | 1 |
0.7%
|
|
| 18.9086916877313 | 1 |
0.7%
|
|
| 21.3906387261145 | 1 |
0.7%
|
|
| 21.4228764289993 | 1 |
0.7%
|
|
| 22.1888414492278 | 1 |
0.7%
|
|
| 23.0383819573904 | 1 |
0.7%
|
|
| 24.0825071075101 | 1 |
0.7%
|
|
| 24.70038617297 | 1 |
0.7%
|
|
| 25.161402635322 | 1 |
0.7%
|
|
| 26.9606937107098 | 1 |
0.7%
|
|
| 27.3441655767401 | 1 |
0.7%
|
|
| 27.5911317334953 | 1 |
0.7%
|
|
| 28.3693576394116 | 1 |
0.7%
|
|
| 28.4193750954179 | 1 |
0.7%
|
|
| 30.9097073221783 | 1 |
0.7%
|
|
| 33.39 | 1 |
0.7%
|
|
| 36.8339503617721 | 1 |
0.7%
|
|
| 37.1198312901944 | 1 |
0.7%
|
|
| 38.3909301533061 | 1 |
0.7%
|
|
| 42.7831925748802 | 1 |
0.7%
|
|
| 46.5767234972676 | 1 |
0.7%
|
|
| 47.4339305088324 | 1 |
0.7%
|
|
| 49.6 | 1 |
0.7%
|
|
| 49.781240280185 | 1 |
0.7%
|
|
| 50.8658535404019 | 1 |
0.7%
|
|
| 55.343828508194 | 1 |
0.7%
|
|
| 59.4833099397044 | 1 |
0.7%
|
|
| 60.754331304047 | 1 |
0.7%
|
|
| 61.6555300939785 | 1 |
0.7%
|
|
| 62.1176149675565 | 1 |
0.7%
|
|
| 67.6162176294915 | 1 |
0.7%
|
|
| 69.1114750345211 | 1 |
0.7%
|
|
| 69.4513116260038 | 1 |
0.7%
|
|
| 70.28 | 1 |
0.7%
|
|
| 72.2796512892486 | 1 |
0.7%
|
|
| 72.8088939991876 | 1 |
0.7%
|
|
| 72.9646021594254 | 1 |
0.7%
|
|
| 73.6297736137372 | 1 |
0.7%
|
|
| 74.5026339439416 | 1 |
0.7%
|
|
| 74.7260684449023 | 1 |
0.7%
|
|
| 74.7410252846399 | 1 |
0.7%
|
|
| 78.17 | 1 |
0.7%
|
|
| 81.63 | 1 |
0.7%
|
|
| 84.4727212710372 | 1 |
0.7%
|
|
| 84.8340684407773 | 1 |
0.7%
|
|
| 86.0015605278506 | 1 |
0.7%
|
|
| 88.6051944733042 | 1 |
0.7%
|
|
| 90.6387965861143 | 1 |
0.7%
|
|
| 105.044233869132 | 1 |
0.7%
|
|
| 105.148046032127 | 1 |
0.7%
|
|
| 109.44955831857 | 1 |
0.7%
|
|
| 114.616922553023 | 1 |
0.7%
|
|
| 123.72746471211 | 1 |
0.7%
|
|
| 125.637781300621 | 1 |
0.7%
|
|
| 130.798578975632 | 1 |
0.7%
|
|
| 133.79778226984 | 1 |
0.7%
|
|
| 140.58196111047 | 1 |
0.7%
|
|
| 143.371969931376 | 1 |
0.7%
|
|
| 146.170444920924 | 1 |
0.7%
|
|
| 170.798852704949 | 1 |
0.7%
|
|
| 171.55355906117 | 1 |
0.7%
|
|
| 175.811014172685 | 1 |
0.7%
|
|
| 182.972785529489 | 1 |
0.7%
|
|
| 184.558069598706 | 1 |
0.7%
|
|
| 195.37758962363 | 1 |
0.7%
|
|
| 197.888912951872 | 1 |
0.7%
|
|
| 198.024748393002 | 1 |
0.7%
|
|
| 198.39 | 1 |
0.7%
|
|
| 202.587579582951 | 1 |
0.7%
|
|
| 206.804408349823 | 1 |
0.7%
|
|
| 206.834632820159 | 1 |
0.7%
|
|
| 210.502577363933 | 1 |
0.7%
|
|
| 221.399756793842 | 1 |
0.7%
|
|
| 238.913860543441 | 1 |
0.7%
|
|
| 261.953381702875 | 1 |
0.7%
|
|
| 267.96750502578 | 1 |
0.7%
|
|
| 289.388628178032 | 1 |
0.7%
|
|
| 331.452375636396 | 1 |
0.7%
|
|
| 360.741854985245 | 1 |
0.7%
|
|
| 373.209966973674 | 1 |
0.7%
|
|
| 386.731668544787 | 1 |
0.7%
|
|
| 409.217776714431 | 1 |
0.7%
|
|
| 420.062076046148 | 1 |
0.7%
|
|
| 422.591772844788 | 1 |
0.7%
|
|
| 422.84 | 1 |
0.7%
|
|
| 426.58 | 1 |
0.7%
|
|
| 436.240308244977 | 1 |
0.7%
|
|
| 451.972794663251 | 1 |
0.7%
|
|
| 465.341595260546 | 1 |
0.7%
|
|
| 564.58 | 1 |
0.7%
|
|
| 671.861543862938 | 1 |
0.7%
|
|
| 798.515281989133 | 1 |
0.7%
|
|
| 822.064059831166 | 1 |
0.7%
|
|
| 1105.19112868833 | 1 |
0.7%
|
|
| 1461.71754944156 | 1 |
0.7%
|
|
| 1466.00594001959 | 1 |
0.7%
|
|
| 19719.1522947887 | 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.