House district childcare profile

House District 78 — Joseph Moody

Childcare Supply Pressure is above the Texas House median (2.09 vs 1.53). Who the Formula Does Not Count is above the Texas House median (25.2% vs 20.1%). Nighttime Schedule Coverage is above the Texas House median (12.6% vs 2.5%). Early-Shift Workforce is near the Texas House median (14.1% vs 15.1%).

16,079
Children under 6 · geographic allocation estimate
12,031
Working-parent children under 6
5,765
Current qualifying authorized capacity
2.09
Childcare Supply Pressure · working-parent children per qualifying slot

Who the Formula Does Not Count

25.2%
Share of children under 6 outside the working-parent denominator

This is not an estimate that all children outside the denominator require licensed childcare. Methodology →

When care is available

9.4
operations overlapping the HHSC nighttime window · geographic allocation estimate
12.6%
Nighttime Schedule Coverage
14.1%
Early-Shift Workforce · workers leaving before 6 a.m. · ACS B08302

Workforce geography

72,122
Resident primary jobs · LODES geographic allocation estimate
43,305
Workplace primary jobs · LODES geographic allocation estimate
90.8%
Resident-worker outbound share · LODES

How this district estimate was constructed

The estimate starts with direct ZIP/ZCTA evidence and the governed 2025 ZIP-to-Texas-House-district crosswalk. Duplicate ZIP×district relationships are first reduced with MAX(area_ratio), never SUM(area_ratio). Split ZIPs are preserved. Additive ZIP values are multiplied by area_ratio, the share of that ZIP's geographic area inside the district, and summed. District ratios are recomputed from the corrected components.

10
Contributing ZIPs
4
ZIPs with 95%+ area overlap
1
ZIPs with less than 50% area overlap
Leading ZIPsShare of ZIP area inside district
79821100.0%
79911100.0%
79932100.0%
7983598.8%
7990475.5%
7991272.6%
7993469.1%
7992464.8%

This is geographic allocation, not Census-block assignment, household assignment, population-weighted allocation, or a statistical confidence interval.