Integrated Household Panel Survey 2010-2013 (Short-Term Panel, 204 EAs)
Malawi, 2010 - 2013
Get Microdata
Reference ID
MWI_2010-2013_IHPS_v01_M
Producer(s)
National Statistical Office
Collection(s)
Metadata
Created on
Apr 21, 2015
Last modified
Jan 30, 2020
Page views
638910
Downloads
25540
- Data files
- AG_META_13
- AG_MOD_A_FILT_13
- AG_MOD_B1_13
- AG_MOD_BA_13
- AG_MOD_BB_13
- AG_MOD_C_13
- AG_MOD_D_13
- AG_MOD_E1_13
- AG_MOD_E2_13
- AG_MOD_E3_13
- AG_MOD_E4_13
- AG_MOD_E5_13
- AG_MOD_F_13
- AG_MOD_G_13
- AG_MOD_H_13
- AG_MOD_I_13
- AG_MOD_I1_13
- AG_MOD_J_13
- AG_MOD_K_13
- AG_MOD_L_13
- AG_MOD_M_13
- AG_MOD_N_13
- AG_MOD_NR_13
- AG_MOD_O_13
- AG_MOD_O1_13
- AG_MOD_O2_13
- AG_MOD_P_13
- AG_MOD_Q_13
- AG_MOD_R1_13
- AG_MOD_R2_13
- AG_MOD_S_13
- AG_MOD_T1_13
- AG_MOD_T2_13
- AG_MOD_U1_13
- AG_MOD_U2_13
- AG_MOD_U3_13
- AG_MOD_U4_13
- COM_META_13
- COM_MOD_A_13
- COM_MOD_B_13
- COM_MOD_C_13
- COM_MOD_D_13
- COM_MOD_E_13
- COM_MOD_F1_13
- COM_MOD_F2_13
- COM_MOD_G_13
- COM_MOD_H_13
- COM_MOD_I_13
- COM_MOD_J_13
- COM_MOD_K_13
- FS_META_13
- FS_MOD_A_13
- FS_MOD_B_13
- FS_MOD_C_13
- FS_MOD_D1_13
- FS_MOD_D2_13
- FS_MOD_D3_13
- FS_MOD_D4_13
- FS_MOD_E1_13
- FS_MOD_E2_13
- FS_MOD_F1_13
- FS_MOD_F2_13
- FS_MOD_G_13
- FS_MOD_H1_13
- FS_MOD_H2_13
- FS_MOD_H3_13
- FS_MOD_H4_13
- FS_MOD_I1_13
- FS_MOD_I2_13
- FS_MOD_J1_13
- FS_MOD_J2_13
- HouseholdGeovariables_IHPS_13
- PlotGeovariables_IHPS_13
- HH_META_13
- HH_MOD_A_FILT_13
- HH_MOD_B_13
- HH_MOD_C_13
- HH_MOD_D_13
- HH_MOD_E_13
- HH_MOD_F_13
- HH_MOD_G1_13
- HH_MOD_G2_13
- HH_MOD_G3_13
- HH_MOD_H_13
- HH_MOD_I1_13
- HH_MOD_I2_13
- HH_MOD_J_13
- HH_MOD_K_13
- HH_MOD_L_13
- HH_MOD_M_13
- HH_MOD_N1_13
- HH_MOD_N2_13
- HH_MOD_O_13
- HH_MOD_P_13
- HH_MOD_Q_13
- HH_MOD_R_13
- HH_MOD_S1_13
- HH_MOD_S2_13
- HH_MOD_T_13
- HH_MOD_U_13
- HH_MOD_V_13
- HH_MOD_X_13
- IHPSMemberDatabase_13
-
Round 2 (2013)
Consumption
Aggregate_13 - HH_MOD_A_FILT_10
- HH_MOD_B_10
- HH_MOD_C_10
- HH_MOD_D_10
- HH_MOD_E_10
- HH_MOD_F_10
- HH_MOD_G1_10
- HH_MOD_G2_10
- HH_MOD_G3_10
- HH_MOD_H_10
- HH_MOD_I1_10
- HH_MOD_I2_10
- HH_MOD_J_10
- HH_MOD_K_10
- HH_MOD_L_10
- HH_MOD_M_10
- HH_MOD_N1_10
- HH_MOD_N2_10
- HH_MOD_O_10
- HH_MOD_P_10
- HH_MOD_Q_10
- HH_MOD_R_10
- HH_MOD_S1_10
- HH_MOD_S2_10
- HH_MOD_T_10
- HH_MOD_U_10
- HH_MOD_V_10
- HH_MOD_W_10
- HH_MOD_X_10
- AG_MOD_A_FILT_10
- AG_MOD_B_10
- AG_MOD_C_10
- AG_MOD_D_10
- AG_MOD_E_10
- AG_MOD_F_10
- AG_MOD_G_10
- AG_MOD_H_10
- AG_MOD_I_10
- AG_MOD_J_10
- AG_MOD_K_10
- AG_MOD_L_10
- AG_MOD_M_10
- AG_MOD_N_10
- AG_MOD_O_10
- AG_MOD_P_10
- AG_MOD_Q_10
- AG_MOD_R1_10
- AG_MOD_R2_10
- AG_MOD_S_10
- AG_MOD_T1_10
- AG_MOD_T2_10
- AG_NETWORK_10
- FS_MOD_B_FILT_10
- FS_MOD_C_10
- FS_MOD_D1_10
- FS_MOD_D2_10
- FS_MOD_D3_10
- FS_MOD_E1_10
- FS_MOD_E2_10
- FS_MOD_F1_10
- FS_MOD_F2_10
- FS_MOD_G_10
- FS_MOD_H1_10
- FS_MOD_H2_10
- FS_MOD_H3_10
- FS_MOD_I1_10
- FS_MOD_I2_10
- FS_MOD_J1_10
- FS_MOD_J2_10
- HouseholdGeovariables_IHS3_Rerelease_10
- PlotGeovariables_IHS3_Rerelease_10
- COM_CA_10
- COM_CB_10
- COM_CC_10
- COM_CD_10
- COM_CE_10
- COM_CF_10
- COM_CG1_10
- COM_CG2_10
- COM_CH_10
- COM_CI_10
- COM_CJ_10
- COM_CK_10
How much do you usually receive in allowances or gratuities, including in-kind p (hh_e27)
Data file: HH_MOD_E_13
Overview
Valid:
1372
Invalid:
18847
Minimum:
0
Maximum:
3000000
Type:
Discrete
Decimal:
0
Start:
141
End:
147
Width:
7
Range:
0 - 3000000
Format:
Numeric
Questions and instructions
Categories
| Value | Category | Cases | |
|---|---|---|---|
| 0 | 963 |
70.2%
|
|
| 50 | 1 |
0.1%
|
|
| 60 | 1 |
0.1%
|
|
| 100 | 2 |
0.1%
|
|
| 150 | 5 |
0.4%
|
|
| 200 | 1 |
0.1%
|
|
| 250 | 2 |
0.1%
|
|
| 300 | 1 |
0.1%
|
|
| 400 | 1 |
0.1%
|
|
| 450 | 1 |
0.1%
|
|
| 500 | 8 |
0.6%
|
|
| 750 | 1 |
0.1%
|
|
| 800 | 3 |
0.2%
|
|
| 830 | 1 |
0.1%
|
|
| 1000 | 11 |
0.8%
|
|
| 1200 | 1 |
0.1%
|
|
| 1350 | 1 |
0.1%
|
|
| 1500 | 9 |
0.7%
|
|
| 1750 | 1 |
0.1%
|
|
| 1810 | 1 |
0.1%
|
|
| 1900 | 1 |
0.1%
|
|
| 2000 | 13 |
0.9%
|
|
| 2080 | 1 |
0.1%
|
|
| 2400 | 2 |
0.1%
|
|
| 2500 | 9 |
0.7%
|
|
| 2523 | 1 |
0.1%
|
|
| 3000 | 24 |
1.7%
|
|
| 3120 | 2 |
0.1%
|
|
| 3500 | 3 |
0.2%
|
|
| 3510 | 2 |
0.1%
|
|
| 3600 | 1 |
0.1%
|
|
| 3686 | 1 |
0.1%
|
|
| 4000 | 1 |
0.1%
|
|
| 4400 | 1 |
0.1%
|
|
| 4500 | 2 |
0.1%
|
|
| 4800 | 1 |
0.1%
|
|
| 5000 | 60 |
4.4%
|
|
| 5100 | 1 |
0.1%
|
|
| 5200 | 2 |
0.1%
|
|
| 5400 | 1 |
0.1%
|
|
| 6000 | 12 |
0.9%
|
|
| 6400 | 1 |
0.1%
|
|
| 6500 | 2 |
0.1%
|
|
| 6650 | 1 |
0.1%
|
|
| 7000 | 6 |
0.4%
|
|
| 7100 | 1 |
0.1%
|
|
| 7200 | 2 |
0.1%
|
|
| 7500 | 3 |
0.2%
|
|
| 7800 | 1 |
0.1%
|
|
| 8000 | 15 |
1.1%
|
|
| 8500 | 1 |
0.1%
|
|
| 8800 | 1 |
0.1%
|
|
| 9000 | 5 |
0.4%
|
|
| 10000 | 25 |
1.8%
|
|
| 10500 | 1 |
0.1%
|
|
| 11500 | 1 |
0.1%
|
|
| 12000 | 8 |
0.6%
|
|
| 12500 | 2 |
0.1%
|
|
| 13000 | 1 |
0.1%
|
|
| 14000 | 1 |
0.1%
|
|
| 15000 | 16 |
1.2%
|
|
| 16000 | 1 |
0.1%
|
|
| 18000 | 5 |
0.4%
|
|
| 19000 | 2 |
0.1%
|
|
| 20000 | 18 |
1.3%
|
|
| 21000 | 1 |
0.1%
|
|
| 22000 | 1 |
0.1%
|
|
| 23000 | 1 |
0.1%
|
|
| 23500 | 1 |
0.1%
|
|
| 24000 | 4 |
0.3%
|
|
| 25000 | 5 |
0.4%
|
|
| 26000 | 1 |
0.1%
|
|
| 27000 | 1 |
0.1%
|
|
| 28000 | 2 |
0.1%
|
|
| 30000 | 15 |
1.1%
|
|
| 32000 | 1 |
0.1%
|
|
| 35000 | 1 |
0.1%
|
|
| 40000 | 7 |
0.5%
|
|
| 42000 | 1 |
0.1%
|
|
| 45000 | 1 |
0.1%
|
|
| 48000 | 1 |
0.1%
|
|
| 50000 | 5 |
0.4%
|
|
| 56000 | 2 |
0.1%
|
|
| 58000 | 2 |
0.1%
|
|
| 60000 | 2 |
0.1%
|
|
| 62000 | 1 |
0.1%
|
|
| 65000 | 1 |
0.1%
|
|
| 66000 | 1 |
0.1%
|
|
| 70021 | 1 |
0.1%
|
|
| 74000 | 1 |
0.1%
|
|
| 75000 | 1 |
0.1%
|
|
| 80000 | 4 |
0.3%
|
|
| 85000 | 2 |
0.1%
|
|
| 87500 | 1 |
0.1%
|
|
| 97200 | 2 |
0.1%
|
|
| 100000 | 5 |
0.4%
|
|
| 105000 | 1 |
0.1%
|
|
| 106000 | 1 |
0.1%
|
|
| 126000 | 1 |
0.1%
|
|
| 150000 | 3 |
0.2%
|
|
| 175000 | 1 |
0.1%
|
|
| 200000 | 3 |
0.2%
|
|
| 220000 | 1 |
0.1%
|
|
| 250000 | 1 |
0.1%
|
|
| 300000 | 1 |
0.1%
|
|
| 300600 | 1 |
0.1%
|
|
| 340000 | 1 |
0.1%
|
|
| 350000 | 1 |
0.1%
|
|
| 350700 | 1 |
0.1%
|
|
| 430000 | 1 |
0.1%
|
|
| 600000 | 1 |
0.1%
|
|
| 900000 | 1 |
0.1%
|
|
| 3000000 | 1 |
0.1%
|
|
| Sysmiss | 18847 |
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.