Annexure 1 Tables
Table 1: Time-line of important Events / Policy changes in Balwadi Programme
Date
|
Critical Event/ Policy change
|
1986
|
Initiated progremme with 8 centers, operating 4 hrs/day for 2-6 age group
|
1995-2002
|
Growth from 8 to 94 centers
|
2003
|
Pilot with 45 full day centers
|
2004
|
New model scaled up for 1-5 age group with nutritional inputs, improved physical space, child-centered activities, improved contributions from parents and community
|
2009
|
199 centers with present model
|
Table 2: Block-wise Break-up of Balwadis (Sept 2009)
Block
|
No. of centers (March 09)
|
No. of centers (Sept. - 09)
|
Present Status (Sept. 09)
Boys
|
Present Status (Sept.. 09)
Girls
|
Present Status (Sept.. 09)
Total
|
Badgaon
|
32
|
33
|
302
|
351
|
653
|
Girwa
|
36
|
36
|
396
|
432
|
773
|
Jhadol
|
30
|
30
|
315
|
360
|
675
|
Kherwara
|
61
|
55
|
655
|
650
|
1305
|
Kotra
|
44
|
45
|
498
|
583
|
1081
|
TOTAL
|
203
|
199
|
2208
|
2302
|
4487
|
Table 3: Payment of fees by parents (2009)
SNo.
|
Blocks
|
No. of centers
|
No. of children enrolled
|
Expected Fees (Rs.)
|
Amount Received (Rs.)
|
% Fees Recieved
|
1.
|
Badgaon
|
33
|
653
|
19,590
|
10,750
|
54.8
|
2
|
Girwa
|
36
|
773
|
23,190
|
4,840
|
20.8
|
3
|
Jhadol
|
30
|
675
|
20,250
|
3,270
|
16.1
|
4
|
Kherwara
|
55
|
1305
|
39.150
|
12,825
|
32.7
|
5
|
Kotra
|
45
|
1081
|
32,430
|
9,625
|
29.6
|
|
TOTAL
|
199
|
4487
|
134,610
|
41,310
|
30.6
|
Note: This data is still incomplete in the sense that the figures for fee expected, is for six months duration (April to Sept. 09) but the received fee is till August 09. Also, some parents will pay the total amount after the harvest that is mostly in October 09.
Table 4: Budget for the Project
|
(October 2006- September 09)
|
S No.
|
Budget Head
|
2006-07
|
2007- 08
|
2008- 09
|
Total
|
1
|
Supplementary nutrition
|
2,937,000
|
3,132,800
|
3,328,600
|
9,398,400
|
2
|
Education material
|
356,000
|
356,000
|
356,000
|
1,068,000
|
3
|
House rent and fuel
|
407,400
|
407,400
|
407,400
|
1,222,200
|
4
|
Other material
|
89,000
|
178,000
|
178,000
|
445,000
|
5
|
Balwadi Medicines
|
160,200
|
160,200
|
160,200
|
480,600
|
6
|
Sanchalika Stipend
|
2,990,400
|
2,990,400
|
2,990,400
|
8,971,200
|
7
|
Balwadi Training
|
134,600
|
134,600
|
134,600
|
403,800
|
8
|
Bi-monthly meetings
|
154,000
|
154,000
|
154,000
|
462,000
|
9
|
Research
|
250,000
|
250,000
|
0
|
500,000
|
10
|
Workshop
|
100,000
|
0
|
100,000
|
200,000
|
11
|
Communication Material
|
25,000
|
0
|
0
|
25,000
|
12
|
Staff Salary
|
317,244
|
329,940
|
343,140
|
990,324
|
13
|
Travelling
|
36,000
|
38,400
|
38,400
|
112,800
|
|
TOTAL
|
7,956,844
|
8,131,740
|
8,190,740
|
24,279,324
|
Table 5:
Iron
Immunz
.
TBA
Total
Block
Iron
Immunz
.
TBA
Total
Block
2
1
15
32
Badgaon
defic
.
2
1
15
32
Badgaon
defic
.
5
1
17
30
Jhalod
3
3
22
37
Girwa
5
1
17
30
Jhalod
3
3
22
37
Girwa
6
5
32
61
Kherwara
6
5
32
61
Kherwara
22
14
106
204
Total
6
4
20
44
Kotra
22
14
106
204
Total
6
4
20
44
Kotra
10.78
6.86
51.96
100
Percentage
10.78
6.86
51.96
100
Percentage
Table 6 Convergence with Livelihood Programmes of Seva Mandir ![](data:image/png;base64,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)
Table 7: Average age of children at entry point A verage Age at entry point = 2.02 Table 8: Age-wise enrollment data
AGE
|
MALE
|
FEMALE
|
TOTAL
|
Percentage
|
Less then 1 year
|
16
|
27
|
43
|
0.01
|
1 – 2.5 years
|
312
|
369
|
681
|
15.67
|
2.5 – 5 years
|
1265
|
1351
|
2616
|
60.21
|
Above 5 years
|
447
|
558
|
1005
|
23.13
|
TOTAL
|
2040
|
2305
|
4345
|
100.00
|
Table 9: Average attendance per month of sample students
-
Sl No.
|
Balwadi
|
Children
|
Aveg. Attendance/month
|
1
|
Naya Kheda
|
22
|
14.78
|
2
|
Malaria
|
22
|
15.78
|
3
|
Champawato ki Bhagal
|
26
|
17.28
|
4
|
Dholi Ghat
|
24
|
13.75
|
Table 10:
Maximum age at which vaccination can be given without loosing potency
Vaccine
|
Recommended age
|
Maximum age at which can be given
|
BCG
|
At birth
|
1 year
|
DPT
|
6, 10 & 14 week
|
5 years
|
OPV
|
At birth, 6, 10& 14 week
|
5 years
|
DPT Booster & OPV
|
18 months & 5 years
|
5 years
|
Measles
|
9 months
|
At any age ( if do not have natural infection )
|
Table 11: Expected impact of different activities on ECCD
Activity
|
Physical
|
Cognitive
|
Social skill
|
Values
|
Creativity
|
Local
Culture
|
Attitude
|
Lang.
|
Tally
|
Slide etc.
|
√
|
√
|
√
|
√
|
-
|
-
|
√
|
√
|
6
|
Group games
|
√
|
√
|
√
|
√
|
-
|
√
|
√
|
√
|
7
|
Poster with colour paper
|
-
|
√
|
√
|
-
|
√√
|
√
|
√
|
-
|
6
|
Group song
|
-
|
√
|
√
|
√
|
-
|
√√
|
√
|
√
|
7
|
Poem
|
-
|
√
|
√
|
√
|
√
|
√√
|
√
|
√
|
8
|
Drawing/craft
|
-
|
√
|
-
|
-
|
√√
|
√
|
√
|
-
|
5
|
Puppetry
Story telling
|
-
|
√
|
√
|
√
|
-
|
√√
|
√
|
√
|
7
|
Puzzles
|
-
|
√√
|
-
|
√
|
√
|
-
|
√√
|
-
|
6
|
Soft toys
|
-
|
-
|
√
|
-
|
-
|
-
|
√
|
-
|
2
|
Cars
|
√
|
√
|
√
|
√
|
-
|
-
|
√
|
-
|
5
|
Local material posters
|
-
|
√
|
-
|
-
|
√√
|
√√
|
√
|
-
|
6
|
Note: the above tally is only indicative. Ultimately it depends on the children and teacher how creatively a particular toy or activity is carried out.
Table 12: Income sources in rural Udaipur – Seva Mandir work area (2004)
Table 12
Contents of Training Programme for Sanchalikas
1. What are the needs of a young child?
How do needs of children vary for each age group.
How do children grow and how do they learn.
Milestones of development. (Physical, mental, psychological etc.)
Child centeredness and the rights of children.
Status of children. in India, the state and in the district and in the villages.
How can a centre help in realizing these needs & rights?
Why a Balwari?
Goal, objectives and importance of a Balwari.
2. Health & Nutrition
Importance of personal hygiene & sanitation.
Malnutrition and other nutritional deficiencies. (Causes, symptoms, care etc.)
Common ailments in children (Causes, symptoms, care etc.)
Immunisation.
Care during illness.
Use of medicines given at the Balwari
Referral
3. What are the roles & responsibilities of a Sanchalika
Towards the children
Towards the centre
Towards herself
Towards parents & community
Village Development Committee
4. How to run a centre
Cleanliness of the center
Making the centre child friendly, attractive.
Utilization of the materials and their maintenance.
Maintenance of records & registers.
Monitoring of the centers.
5 Pre school activities
The need for organizing activities. How do they help in development of the child?
Organizing different activities for different age groups.
Story telling, songs
Paper folding, cutting.
Creative activity
Indoor, outdoor games
Preparing masks, puppets etc. using locally available material.
Organizing parent’s meeting
Participation in village, zone level meetings.
Organizing events like Bal Mela, Independence Day etc.
Preparing daily schedule of/for the centre.
Proper storage, cooking, serving of the supplementary nutrition.
Enrollment of children in school.
Figure 1: Zonal data on Malnutrition (March ’09) ![](data:image/png;base64,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)
Figure 2: Seasonal trend in malnutrition (Mach ’09) ![](data:image/png;base64,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) Annexure 2
Field Notes
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