Study setting {9}
This study will be conducted at Department of Pediatrics in Acharya Vinoba Bhave Rural Hospital, Wardha and nearby villages within 25 KM radius. Wardha is the smallest district in Maharashtra State of India.
Eligibility criteria {10}
Inclusion Criteria:
1. Children admitted to Pediatric Ward of AVBRH aged 6 months to 4 years.
2. Children from villages within 25 Km periphery of AVBRH.
3. Parents consenting for Participation of Child in Play Therapy Programme.
Exclusion Criteria:
1. Seriously sick, Moribund children with life threatening conditions.
2. Children in Intensive Care treatment.
Who will take informed consent? {26a}
The investigator will take the written informed consent from the parents of the hospitalized children.
Additional consent provisions for collection and use of participant data and biological specimens {26b}
NA
Interventions
Explanation for the choice of comparators {6b}
All participants consenting for the participation in study will be assigned the Unique ID. Using blocked randomization process(10) with age groups as Blocking variable, participants will be allocated either to intervention or control groups. Age groups will be –
1. 6 months to 24 months,
2. 25 months to 48 months.
All children hospitalized in AVBRH, scheduled to have a stay of minimum 3 days in hospital and their parents signing the informed consent will be enrolled in the study.
Intervention description {11a}
A play therapy manual will be developed with the activities specified as per the following domains of child development-
1. Physical development: It focuses on increasing the skill and performance of the body. It includes control and coordination between nervous system, maturing brain and growing bones and muscles.
2. Psychosocial development and communication skills: It focuses on incorporating physical and mental health that takes into account knowledge, skills and capacity. It also refers to social connections and support. Psychosocial development influences an individual in the value systems, beliefs and norms of a particular society or culture. Language and communication skills help the child to express herself through words, gestures, facial expressions as well as her ability to understand others. Good communication and language skills can help in fostering achievements at school and beyond.
3. Emotional development: It incorporates learning what emotions and feelings are, understanding why and how they happen, recognition of one’s own feelings and that of others and the ability to manage those feelings and emotions.
4. Cognitive development: This refers to the development of thinking and reasoning. Children learn to think in concrete ways such as they learn to combine, separate and sort. It includes abstract thinking and reasoning one’s own thoughts and principles .
Duration of the Interventions:
1. All the children who fall in the age range of 6 months to four years old will receive intervention (along with their parents) every day during their hospital stay for one hour to 2 hours.
2. The children will receive fortnightly follow-up sessions through home visits (or through Social Media Group meetings if needed) till 12 months from enrolment in the programme.
3. Activities described in the Play Therapy Manual will be followed for the follow-up sessions.
Criteria for Group Sessions at hospital:
Hands of parents and their children will be washed before the activities start to avoid infectious contamination. Children will be divided into two groups as below-
1. 6 months to 30 months old
2. Above 30 months old
A particular criterion will be used for each activity. Each activity will be divided into four parts. The first part will state the purpose of activity such as how will an activity benefit a child and what are the aims and objectives of an activity. The second part state about the materials that are to be used for the activity. The third part will show the age of children who can participate in that activity. The fourth part will give the instructions as to how a particular activity should be performed.
The intervention delivery details are as below-
Activity
|
Implementation Schedule
|
Delivery Point
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Remarks
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Initial Interaction with Parents and Sensitization about Programme
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Day-1 of hospitalization
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Pediatrics IPD
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Parents of Children aged 0-4 years visiting/hospitalized in AVBRH will be contacted and sensitized.
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Enrolment of Parents in Programme and randomization
|
Day-1 hospitalization
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Pediatrics IPD
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Urban and Rural Parents will be enrolled and registered in Programme e-learning platform/ What’s app Group.
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1st Session: Introduction to Early Child Development, Importance and it’s implications. Diet, Nutrition and Health care of Child.
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2nd day of Hospitalization
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Designated Play Area in AVBRH
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This will be an 1 hour session and relevant brochures/ Documents/reading materials will be shared.
|
2nd Session:
Cognitive and Language Development and ways to promote it.
|
2nd day of Hospitalization
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Designated Play Area in AVBRH
|
This will be an 1 hour session and relevant Documents/reading materials will be shared.
|
3rd Session: Motor Development and activities to promote it.
|
3rd day of hospitalization
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Designated Play Area in AVBRH
|
This will be an 1 hour session and relevant Documents/reading materials will be shared.
|
4th Session: Socioemotional Development and activities to promote it.
|
3rd day of hospitalization
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Designated Play Area in AVBRH
|
This will be an 1 hour session and relevant Documents/reading materials will be shared.
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5th Session: Promotion of Home Environment and Parent Child Interactions
|
15th Day after Hospital Discharge
|
Through Online Mode- What's app Video Call/ Google Classroom. Home visit will be scheduled as needed.
|
This will be an 45 min. session and relevant Documents/reading materials / videos will be shared through What's app.
|
Fortnightly Follow-up sessions till 1 year of child enrolment.
|
After 1 month of enrolment till 1 year
|
Through Online Mode- What’s app Video Call/ Google Classroom. Home visit will be scheduled as needed.
|
This will be an 45 min. online session and relevant Documents/reading materials will be shared.
|
Assessment of Age appropriate Developmental Milestones.
|
At 1 year of enrolment.
|
This will be done in ECD Setting of AVBRH or at Home visit to the child’s family.
|
Age appropriate Assessment Tools will be used. Reports will be shared with parents and follow-up instructions and meeting schedules.
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)
- Variables:
For all children, changes will be observed in the-
1. Physical Development (Using Developmental Milestones Checklist-II)
a. Improvement in Fine Motor scores
b. Improvement in Gross Motor scores
2. Cognitive Development Scores (Using Developmental Milestones Checklist-II)
3. Language Development Scores(Using Developmental Milestones Checklist-II)
4. Socioemotional Development Scores(Using Profile of Socio-emotional Development)
5. Home Environment (Using HOME Inventory Assessment )
6. Parent-child Interactions (Using Observation of Mother Child Interaction Tool)
Criteria for discontinuing or modifying allocated interventions {11b}
If Children and parents insist on discontinuation of Play Therapy, the sessions will be discontinued for those children.
Strategies to improve adherence to interventions {11c}
After discharge from the hospital, all children will receive follow-up home visits and Play therapy sessions at home visits by trained Research assistants.
Relevant concomitant care permitted or prohibited during the trial {11d}
Relevant medical and nursing care will be provided during hospital stay. Referral services will be provided if needed, during follow-up at home visits.
Provisions for post-trial care {30}
NA
Outcomes {12}
Primary Outcomes:
- Improvements in mean scores of Child developmental parameters for Cognitive, Physical, Socioemotional and Language development by 0.5 SD by the end of 1 year of Intervention.
- Improvements in knowledge and skills of parents regarding Early Child Development.
Secondary Outcomes:
- A dedicated Play Therapy Kit specially designed for hospitalized children.
Participant timeline {13}
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)
Sample size {14}
The expected differences in child development outcomes between the intervention and control groups is 0.5 SD, considering a drop-out rate of 10%, Level of significance = 5%, Power = 80%.
Formula of calculating sample size for two independent means is:
![](data:image/png;base64,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)
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)
Thus, the sample size required per group is 90. Hence total sample size required is 180.
A sample size of 180 subjects, 90 in each arm, is sufficient to detect a difference of 0.5 between groups in developmental scores assuming a standard deviation of 1.69 using a two-tailed t-test of difference between means with 80% power and a 5% level of significance. Considering a dropout rate (Loss to follow-up) of 10%, the sample size required is 200 (100 per group) with equal distribution into Intervention and Control Groups.
Recruitment {15}
All participants consenting for the participation in study will be assigned the Unique ID. Using blocked randomization process(10) with age groups as Blocking variable, participants will be allocated either to intervention or control groups. Age groups will be –
- 6 months to 24 months,
- 25 months to 48 months.
All children hospitalized in AVBRH, scheduled to have a stay of minimum 3 days in hospital and their parents signing the informed consent will be enrolled in the study.
Assignment of interventions: allocation
Sequence generation {16a}
All participants consenting for the participation in study will be assigned the Unique ID. Using blocked randomization process(10) with age groups as Blocking variable, participants will be allocated either to intervention or control groups.
Concealment mechanism {16b}
NA
Implementation {16c}
The principal Investigator will generate the allocation sequence, will enroll the participants, and will assign participants to interventions.
Assignment of interventions: Blinding
Who will be blinded {17a}
The outcome assessors will be blinded after assignment to interventions. Endline Assessments will be done by a separate team of researchers at home visits.
Procedure for unblinding if needed {17b}
NA
Data collection and management
Plans for assessment and collection of outcomes {18a}
Assessments will be conducted at following time points and tools as detailed below will be used for related assessments:
Assessment Schedules and Details:
![](data:image/png;base64,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)
2. Variables:
For all children, changes will be observed in the-
7. Physical Development (Using Developmental Milestones Checklist-II)
a. Improvement in Fine Motor scores
b. Improvement in Gross Motor scores
8. Cognitive Development Scores (Using Developmental Milestones Checklist-II)
9. Language Development Scores(Using Developmental Milestones Checklist-II)
10. Socioemotional Development Scores(Using Profile of Socio-emotional Development)
11. Home Environment (Using HOME Inventory Assessment )
12. Parent-child Interactions (Using Observation of Mother Child Interaction Tool)
3. Analysis Plan:
The pre and post intervention data of child development in specified domains will be collected and fed to STATA-14 after appropriate cleaning and compilation. Individual and Child Age-Group wise scores of development will be calculated and tabulated. Mean differences in child development scores for intervention and control groups will be calculated. The Effect Size by Cohen’s D will be calculated for each Child Age Group and Significance will be estimated.
Plans to promote participant retention and complete follow-up {18b}
To promote participant retention and complete follow-up, all enrolled children will receive scheduled home visits at fortnightly intervals. Also telephonic follow-up will be taken for those missing the home visits. The outcome data will detail on the participants who discontinue or deviate from intervention protocols.
Data management {19}
All data will be collected in Tablet PC based ODK collect app with in-built range check, double entry and value checks. Data will be exported to server after ensuring the correctness of data entered . The data from server can be downloaded as xls file.
Confidentiality {27}
Each participant will be allotted a Unique ID which will be used for analysis and reporting purpose. All data will be anonymous and personal information will be maintained to ensure protect confidentiality before, during, and after the trial.
Plans for collection, laboratory evaluation and storage of biological specimens for genetic or molecular analysis in this trial/future use {33}
NA
Statistical methods
Statistical methods for primary and secondary outcomes {20a}
The pre and post intervention data of child development in specified domains will be collected and fed to STATA-14 after appropriate cleaning and compilation. Individual and Child Age-Group wise scores of development will be calculated and tabulated. Mean differences in child development scores for intervention and control groups will be calculated. The Effect Size by Cohen’s D will be calculated for each Child Age Group and Significance will be estimated.
Interim analyses {21b}
NA
Methods for additional analyses (e.g. subgroup analyses) {20b}
Subgroup and adjusted analyses will be done for relevant parameters of developmental scores.
Methods in analysis to handle protocol non-adherence and any statistical methods to handle missing data {20c}
Attempts will be taken to ensure collection of complete data. In cases of missing data in few cases, imputation will be done.
Plans to give access to the full protocol, participant level-data and statistical code {31c}
Related Data on full protocol, participant level-data and statistical code will be shared through Personalized mails if requested
Oversight and monitoring
Composition of the coordinating centre and trial steering committee {5d}
The principal Investigator will look into data on real time basis and will share the data with the concerned statistician on quarterly basis.
Composition of the data monitoring committee, its role and reporting structure {21a}
As this is a PhD thesis, all related data will be managed and monitored by Principal Investigator along with the support from statistical expert.
Adverse event reporting and harms {22}
Since this is a Play Therapy intervention, hardly any adverse events and other unintended effects of trial interventions or trial conduct are expected. If encountered, those will be reported as per the guidelines from Institutional Ethics Committee.
Frequency and plans for auditing trial conduct {23}
NA
Plans for communicating important protocol amendments to relevant parties (e.g. trial participants, ethical committees) {25}
Important protocol modifications will be communicated to relevant parties (eg. investigators, REC/IRBs, trial participants, trial registries through emails and printed Hard copies, as required ).
Dissemination plans {31a}
The trial results will be published in Scopus, Pubmed and Web of Science indexed journals which will be accessible to healthcare professionals, the public, and other relevant groups. The participants will be informed the results through personalized visits. Data will be shared through personalized mails , if requested.