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title: Foreworth — Measure developers, AI and vendors with data
---

![Foreworth](data:image/png;base64,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)

[Casos de éxito](https://www.foreworth.com#casos) [Principales Métricas](https://www.foreworth.com#framework) [Propuesta de Valor](https://www.foreworth.com#valor)

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# Productividad de developers y agentes. Medida, no estimada.

Descubre qué entregan realmente tus developers y agentes de IA, cuánto cuesta y si tu inversión en IA está dando resultado.

Algunas empresas que ya confían en nosotros

Mesa de trabajo 1 copia

Santander

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![Orange](data:image/png;base64,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)

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)

\+ de 40 empresas en sectores como banca, industria y tecnología.

## Gobierna la IA · Optimiza los costes de la IA · Compárate con tus competidores.

### Foreworth analiza el código para medir la productividad real de tus desarrolladores y el impacto de la IA, de forma objetiva, empírica y estandarizada.

Lo que obtienes con Foreworth

✓

Token allocation

Distribuye los tokens de IA entre los miembros del equipo que mejor los rentabilizan.

✓

Justifica el gasto en IA

Con datos objetivos del repositorio. Descubre cuánto código realmente llega a producción y cuál es la rentabilidad de cada licencia o agente de IA.

✓

Controla los riesgos de la IA

Detecta a tiempo si tus equipos van saturados de revisiones, si el conocimiento está en pocas manos y si la deuda técnica no deja de crecer.

✓

Monitoriza tus proveedores

Compara lo que cada proveedor factura con lo que realmente entrega en tu repositorio, mes a mes.

✓

Identifica a tus bottom performers

Detecta, con datos objetivos de repositorio, qué developers —internos, de proveedores o agentes de IA— no están produciendo.

✓

Conoce tu posición en el mercado

El [Benchmark de Foreworth](https://www.foreworth.com#benchmark) te permite comparar tus métricas con las de tus competidores.

[Descubre nuestra propuesta de valor.](https://www.foreworth.com#valor)

## Tu IA, medida *con los datos de tu propio repositorio.*

Foreworth traduce el código de cada commit en métricas objetivas, empíricas y estandarizadas.

La métrica núcleo

Achieved Days

ⓘ

Tu IA produce mucho y gasta muchos tokens. ¿Cuánto de eso llega de verdad a producción — y qué retorno da?

Avg day achieved

ⓘ

10,2

Es la media de trabajo real por cada desarrollador en todas las empresas medidas por Foreworth.

Coste por día

ⓘ

28,05 € / día

Es el coste medio por cada día conseguido en producción por la IA. Según nuestro benchmark.

Algunas métricas para controlar el riesgo de la IA según nuestro benchmark:

1

Code Churn

ⓘ

15%

Es el código que se reescribe en menos de 3 meses.

2

Review Load

ⓘ

13,1 días / desarrollador

Es la cantidad de trabajo mensual que tiene que revisar cada desarrollador.

3

Ownership Distribution

ⓘ

9,7%

Representa el % de archivos que son conocidos por dos desarrolladores o más.

4

Tech Debt

ⓘ

0,45

Ratio de salud técnica de Foreworth: por debajo de 0,5 la deuda técnica se reduce; por encima, aumenta.

[Descubre las principales métricas.](https://www.foreworth.com#framework)

Cómo funciona

## Leemos todos tus repositorios y los ponemos *en contexto* integrando tus herramientas habituales.

GitHub Copilot

D

Devin AI

Q

Amazon Q

Windsurf

Jira

sn

ServiceNow

Ka

Kairos

SonarQube

Ki

Kiuwan

![Foreworth](data:image/png;base64,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)

GitHub

**Leemos el 100% de tu código** Cada commit de cada repositorio, traducido por nuestros algoritmos a **Achieved Days**: una unidad comparable entre equipos, proveedores y periodos.

**Añadimos tus herramientas** Copilot, Amazon Q, agentes autónomos como Devin, y las que ya uses: cruzamos tus herramientas de IA, de seguimiento de proyectos y de calidad con el código real — **qué genera cada asistente, qué entrega cada persona y con qué nivel de calidad**.

**Foreworth te permite entender todo lo que pasa con tu código** Una única fuente de verdad para **gobernar la IA y el desarrollo**: no solo cuánto cuesta, sino qué se construye, quién lo construye y con qué riesgo.

‹

›

[Pide tu diagnóstico](https://meetings.hubspot.com/david-depedroviejo-munoz/talk-to-foreworth)

Casos de éxito

## Esto ya ha pasado. *Con clientes reales.*

1

Token allocation: el ROI de la IA, persona a persona

Sector Banca · 500+ developers

Todos los developers recibían el mismo presupuesto de tokens. Al medir el retorno de la IA por persona vimos que el 21% concentraba el 66% del valor generado. Reasignando los créditos hacia quien mejor los aprovecha, el coste por Achieved Day atribuible a IA bajó un 27%: con el mismo presupuesto, un 37% más de producción.

84→61 €coste por Achieved Day con IA

≈10developers equivalentes sin gastar más

+37%Achieved Days con IA

2

Comparativa de herramientas de IA para decidir con datos

Sector Seguros · 5.000+ developers

Con tres herramientas de IA en piloto sobre 612 developers, Dirección debía elegir cuál desplegar a toda la organización. Los datos del repositorio mostraron que la más usada, y la más cara, era la que menos rendía: cada Achieved Day adicional costaba casi 4 veces más que con la mejor.

+12,3%Achieved Days por developer

34 € vs 127 €coste por Achieved Day con IA

2,3M€gasto anual evitado en la herramienta descartada

3

Bottom performers: detectar con datos y actuar con contexto

Sector Industria · 1.500+ developers

Una sospecha de bajo rendimiento sin forma objetiva de aislarla del ruido de tickets y reuniones. Midiendo el código real y contextualizándolo con partes de horas y roles, el 15,3% de la plantilla no mostraba producción detectable; tras descartar los casos justificados, 65 perfiles pasaron a un plan de acción.

15,3%sin producción detectable

3,2M€impacto anual en EBITDA

12xROI de la acción

4

VMO: pagar a los proveedores por lo que entregan

Sector Banca · 500+ developers

Doce proveedores externos facturaban horas sobre una misma base de código. Al cruzar lo facturado con los Achieved Days reales aparecieron developers fantasma y un proveedor que cobraba 3 veces lo que entregaba. Hoy se paga conforme a entrega real y la cartera se ha concentrado en 5 proveedores.

3xcoste por entrega del peor proveedor

12→5proveedores en cartera

5,4M€ahorro anual

[Descubre todos los casos de éxito.](https://www.foreworth.com#casos)

Antes de que preguntes

## Lo que pregunta *Dirección antes de aprobar el proyecto.*

¿Quién utiliza Foreworth? +

Depende de la decisión que tengas que tomar:

- ●**CIO** — visibilidad objetiva de toda la inversión en tecnología para decidir presupuestos con datos, no con percepciones.
- ●**VMO** — una vara de medir objetiva para comparar proveedores y negociar tarifas y renovaciones con datos de rendimiento real.
- ●**Director de Desarrollo** — identifica perfiles y equipos con menor rendimiento para priorizar dónde intervenir primero.
- ●**VP de Ingeniería** — una visión objetiva del rendimiento de todos los equipos para decidir reorganizaciones con datos, no con impresiones.
- ●**Director de IA** — mide si la adopción de IA se traduce en productividad real, para justificar o replantear esa inversión.

¿Esto es vigilancia a mis desarrolladores? +

No. Foreworth mide código y patrones de trabajo a nivel de equipo y organización, no capturas de pantalla ni tiempo frente al ordenador. El objetivo es tomar mejores decisiones de negocio, no fiscalizar a las personas.

Principales objeciones que puedes encontrar al medir la productividad +

Oponerse a una métrica nueva y objetiva es una reacción natural, sobre todo donde antes solo había reportes internos. Por eso Foreworth no se queda en el número: nuestro equipo de expertos en productividad contextualiza los resultados con cada equipo para identificar ineficiencias y mejorar el retorno de la inversión en tecnología, sin señalar a las personas — el foco está en elevar el rendimiento, no en fiscalizarlo.

¿En qué se diferencia de SonarQube, Jira o el reporting de mis proveedores? +

Esas herramientas miden piezas sueltas: calidad de código, tickets cerrados, horas facturadas. Foreworth cruza el código real del repositorio con esas fuentes para dar una sola métrica de negocio — Achieved Days — que ninguna de ellas calcula por sí sola.

¿Podemos medir el impacto de la IA? +

Sí, desde dos ángulos: ingeniería y financiero. En ingeniería, cuantificamos el impacto real de la IA en la productividad de cada developer e identificamos quién la usa de forma más óptima, para convertir esa forma de trabajar en guías que eleven al resto del equipo. En lo financiero, calculamos un ROI claro y detallado del gasto en IA: qué developers son más eficientes con ese presupuesto y cómo extender su forma de uso al resto de equipos.

¿Cómo aseguramos que el algoritmo no es alterado? +

El algoritmo no mide volumen — líneas de código o número de commits — sino más de 1.000 parámetros sobre la calidad y complejidad real de cada cambio, así que inflar la actividad de forma artificial no se traduce en más productividad. Además, está diseñado para detectar patrones de codificación anómalos frente al historial habitual de cada developer. Y antes de llegar a ti, todo dato de productividad pasa por una revisión manual de nuestro equipo de expertos, que confirma que no hay alteraciones ni desviaciones.

¿El dato es comparable entre equipos y proveedores distintos? +

Sí. El algoritmo es el mismo para todos — mismo criterio, mismo peso por calidad y volumen — así que puedes comparar developers, equipos y proveedores entre sí de forma objetiva, sin depender de cómo cada uno reporte sus horas.

¿Seguimos adivinando?

## Decide con datos, no con estimaciones.

Tus developers, tu IA y tus proveedores, medidos con la misma unidad: Achieved Days.

[Pedir tu diagnóstico](https://meetings.hubspot.com/david-depedroviejo-munoz/talk-to-foreworth)

hello@foreworth.com

← Volver

Developers

## “Descubrimos que el 9% de nuestros developers no producían nada.”

Sin datos objetivos del repositorio, los bottom performers son invisibles para cualquier manager — y siguen cobrando exactamente igual que el resto del equipo.

ROI 12x Impacto en EBITDA de actuar sobre bottom performers con datos objetivos.

Cómo lo medimos

...

- ...
- ...
- ...
- ...

← Volver

Proveedores

## “Pasamos de 12 proveedores a 5. Encontramos 48 desarrolladores que nos facturaban sin producir nada.”

Cuantos más proveedores, más fácil que alguno facture horas que no se traducen en producción real. Sin un ranking objetivo, pagas igual al que rinde y al que no.

5,4M€ Impacto de consolidar proveedores por producción real, no por horas facturadas.

Cómo lo medimos

...

- ...
- ...
- ...
- ...

← Volver

## Foreworth IA Framework

De detectar el riesgo real en tu stack de IA a demostrar el impacto en negocio, con datos objetivos del repositorio.

← Volver

Casos de éxito

## Esto ya ha pasado. *Con clientes reales.*

1

Token allocation: el ROI de la IA, persona a persona

Sector Banca · 500+ developers

El problema

La organización había democratizado el acceso a asistentes y agentes de IA para sus más de 500 developers, con una bolsa de tokens idéntica para todos (40 € por developer al mes, 259K€ al año entre licencias y consumo). El gasto crecía un 9% cada trimestre y nadie sabía responder a la pregunta del comité: ¿quién está sacando partido a la IA y quién solo la está consumiendo?

La solución

Foreworth atribuyó a cada developer los Achieved Days incrementales generados con apoyo de IA y los cruzó con su consumo real de tokens. El resultado fue un ranking de retorno por persona, comparable entre equipos, que sirvió de base para reasignar los créditos cada mes.

Cómo lo hicimos

Semanas 1-2

Conexión a los repositorios y a la facturación de tokens por usuario.

Semanas 3-4

Cálculo de Achieved Days atribuibles a IA por developer, depurando Code Churn.

Desde el mes 2

Reasignación mensual de créditos según retorno, con un mínimo garantizado para perfiles en onboarding.

«Repartíamos los tokens como se reparten las sillas: una por persona. Ahora los repartimos como cualquier otra inversión: donde rinden.»

— Dirección de Ingeniería, cliente

Resultados

84→61 €

coste por Achieved Day incremental atribuible a IA (-27%)

≈10 developers

de capacidad adicional equivalente (95 Achieved Days al mes ÷ 10 días de benchmark), con el mismo gasto: 40 € por developer y mes

+37%

Achieved Days incrementales atribuibles a IA (de 257 a 352 al mes)

Dimensiones aplicadas: Achieved Days + Coste y ROI + Gobernanza

Hallazgos

- El coste por Achieved Day incremental bajó un 27% (84 → 61 €) con el mismo gasto y un 37% más de producción atribuible a IA; el ROI ajustado a IA pasó de 5,0x a 6,8x. Los 95 Achieved Days adicionales al mes, sumados en toda la organización, equivalen a ≈480K€ al año de capacidad.
- El 21% de los developers (114 personas) concentraba el 66% de los Achieved Days incrementales atribuibles a IA. Tras la reasignación, ese grupo pasa de recibir el 21% a recibir el 45% de los créditos y concentra el 81% de los Achieved Days incrementales.
- El 27% del gasto en tokens (5,8K€ al mes) se destinaba a perfiles cuyo Net Achieved Days apenas variaba con el uso de IA. Tras la reasignación, ese gasto baja al 6% (1,3K€ al mes), con un mínimo garantizado para los perfiles en onboarding.
- En los perfiles de mayor consumo y menor retorno, el Code Churn llegaba al 31%, el doble del benchmark de Foreworth (15%).
- El 38% de los perfiles de mayor retorno tenía menos de 3 años de experiencia: el rendimiento de la IA no dependía de la seniority.
- Próximo paso: automatizar la asignación mensual de créditos con un tope por equipo y alertas de gasto sin retorno.

2

Comparativa de herramientas de IA para decidir con datos

Sector Seguros · 5.000+ developers

El problema

Tres herramientas de IA y tres opiniones. Los equipos defendían la que más usaban y cada herramienta presumía de sus propios informes de adopción. Dirección tenía un trimestre para decidir cuál se desplegaba a más de 5.000 developers, con un contrato plurianual difícil de revertir.

La solución

Piloto de 4 meses con 612 developers: tres grupos equivalentes de 153 (por seniority y tecnología), uno por herramienta, más un grupo de control sin IA de otros 153. Foreworth midió las tres herramientas con el mismo método: Achieved Days por developer, Code Churn del código generado y coste por Achieved Day incremental (coste total mensual por developer, licencia y consumo, ÷ Achieved Days adicionales frente al grupo de control).

Cómo lo hicimos

Mes 1

Definición de grupos equivalentes y línea base de Achieved Days sin IA.

Meses 2-4

Medición continua por herramienta: Achieved Days, Code Churn y Review Load.

Mes 5

Informe comparativo para el comité con recomendación de escalado y su impacto anual.

«No elegimos la herramienta que más nos gustaba, elegimos la que más producía. Y no era la que pensábamos.»

— Dirección de Tecnología, cliente

Resultados

8,1→9,1

Achieved Days/developer/mes con la herramienta elegida (+12,3%)

34 € vs 127 €

coste por Achieved Day incremental: elegida vs descartada

2,3M€/año

gasto evitado en la herramienta descartada (5.000 devs × 38 € × 12 meses)

Dimensiones aplicadas: Achieved Days + Coste y ROI + Gobernanza

Hallazgos

- Achieved Days medios por developer: 8,1 sin IA; 8,4 con la herramienta A (+3,7%); 8,7 con la C (+7,4%); 9,1 con la B (+12,3%).
- Coste total por developer y mes (licencia y consumo): 38 € con A, 34 € con B y 26 € con C. Coste por Achieved Day incremental: 127 €, 34 € y 43 € respectivamente: la más cara era la que menos rendía.
- ROI ajustado a IA (Achieved Day valorado a 420 €): 12,4x con B, 9,7x con C y 3,3x con A.
- Code Churn del código generado: 22% con A, 16% con C y 12% con B, frente al 15% del benchmark de Foreworth. La Review Load con A subió de 13,1 a 16,8 días por desarrollador (+28%); con B se mantuvo en 13,4.
- La herramienta A tenía la mayor tasa de uso diario (82%) y el menor retorno: adopción no equivale a valor. Desplegar B en lugar de A, además, ahorra 0,24M€ al año (4 € menos por developer y mes).
- Próximo paso: despliegue progresivo de la herramienta B a 5.000+ developers en tres oleadas, con revisión trimestral de coste por Achieved Day y Code Churn.

3

Bottom performers: detectar con datos y actuar con contexto

Sector Industria · 1.500+ developers

El problema

Más de 1.500 developers repartidos en decenas de equipos y la sensación generalizada de que no todo el mundo produce igual. Sin un dato objetivo, cualquier decisión sobre personas sonaba a arbitrariedad y los mandos intermedios no se atrevían a señalarla.

La solución

Achieved Days por developer sobre 6 meses de histórico de repositorios, contextualizados con partes de horas, roles, incorporaciones y bajas. La contextualización fue clave: separamos el «no produce» del «no produce código por una razón legítima» (gestión, QA, bajas largas, onboarding) antes de que ningún nombre llegara a Dirección.

Cómo lo hicimos

Fase 1

Detección: Achieved Days por developer y distribución respecto al benchmark (10 días/mes).

Fase 2

Contextualización con partes de horas, roles y situaciones personales justificadas.

Fase 3

Validación con mandos intermedios y decisión de Dirección, con reporte mensual al CEO.

«El informe llegó a Dirección un lunes. El miércoles ya habíamos actuado.»

— Dirección de Tecnología, cliente

Resultados

15,3%

sin producción de código detectable en 6 meses (≈230 developers)

3,2M€

impacto anual recurrente en EBITDA

12x

ROI de la acción

Dimensiones aplicadas: Achieved Days + Gobernanza

Hallazgos

- Tras contextualizar con partes de horas y roles, el 15,3% inicial (≈230 developers) quedó en un 9,3% (≈140) sin justificación.
- De esos ≈140 perfiles, 65 (4,3% de la plantilla) salieron o no se renovaron; el resto pasó a un plan de mejora con seguimiento mensual.
- La distribución de Ownership mostraba alta concentración: el 40% de los módulos críticos dependía de un único developer, y solo 60 personas (el 4% de la plantilla) sostenían ese 40%.
- El Achieved Days medio por developer estaba un 35% por debajo del benchmark de Foreworth (10 días/mes): 6,5.
- Próximo paso: extender el análisis a los proveedores externos del programa de outsourcing.

4

VMO: pagar a los proveedores por lo que entregan

Sector Banca · 500+ developers

El problema

Doce proveedores, más de 500 developers externos y 31M€ al año facturados por horas. La VMO no tenía forma de saber quién producía qué: los partes de horas los redactaba cada proveedor y los informes de entrega, también.

La solución

Achieved Days por proveedor y por developer individual, cruzados con las horas facturadas en cada parte. Un ranking de proveedores por Achieved Days por euro facturado y una lista nominal de developers facturados sin commits equivalentes, lista para el comité de proveedores.

Cómo lo hicimos

Mes 1

Cruce de partes de horas facturadas con Achieved Days de los 520 developers externos.

Mes 2

Ranking de proveedores y lista nominal de developers fantasma, validada con cada proveedor.

Meses 3-6

Renegociación: pago conforme a entrega real y concentración de la cartera.

«Ya no negociamos con percepciones. Llegamos a la mesa con el ratio entre lo que facturan y lo que entregan, proveedor a proveedor.»

— Dirección de la VMO, cliente

Resultados

3x

coste por Achieved Day del proveedor con mayor desviación frente al mejor

12→5

proveedores tras concentrar la cartera

5,4M€

ahorro anual (17% de la facturación externa)

Dimensiones aplicadas: Achieved Days + Ranking de proveedores

Hallazgos

- 48 developers (9,2% de los externos) facturados sin actividad de código detectable en 6 meses: developers fantasma, 2,9M€ al año.
- El coste por Achieved Day medio de la cartera era de ≈630 €, 1,6x el del mejor proveedor (≈395 €); el peor llegaba a ≈1.190 € (3,0x): cobraba el triple por cada día entregado. Alinear el pago con la entrega real ahorra 1,6M€ al año.
- Los 2 proveedores con peor ratio concentraban el 41% de la facturación. La concentración de la cartera suma 0,9M€ adicionales.
- Los 5 mejores proveedores entregaban 11,4 Achieved Days por developer al mes frente a 5,9 de los 5 peores.
- Próximo paso: modelo de pago variable ligado a Achieved Days en la renovación de contratos de 2027.

← Volver

## Ten visibilidad sobre *la IA, tus developers y tus proveedores*

1

La IA

Descubre el coste real de cada línea en producción y controla los riesgos.

Cuánto del **código generado** llega realmente a producción.

**Token allocation**: asigna créditos a los miembros que mejor los usan del equipo.

Si el código es **estable** y permanece en producción sin ser modificado.

Qué desarrolladores **amortizan la licencia** y cuáles no.

Si el equipo tiene **capacidad suficiente** para revisar todo el código generado por la IA.

2

Los desarrolladores

Quién produce, quién no, y con qué calidad lo hace.

La **producción real entregada** de cada uno de los desarrolladores del equipo.

El **% de su trabajo** que realmente acaba en producción.

La **estabilidad y calidad del código** de cada miembro del equipo.

Si el código que produce cada desarrollador **compensa el gasto de tokens** que hace.

3

Los proveedores

Si lo que entregan se corresponde con lo que facturan.

La **producción real entregada** y subida a las ramas de producción, frente al importe facturado.

**Recursos facturados que no producen**: perfiles que no aparecen en ningún repositorio.

La **rentabilidad real** de cada uno de tus proveedores.

La posición de cada uno de ellos en el mercado (**Benchmark de Foreworth**).

← Volver

Benchmark de mercado

## El Benchmark de mercado de Foreworth, listo para descargar.

Datos agregados de todo el mercado que medimos: productividad por sector, por rol de desarrollo y por tamaño de empresa, comparada en Achieved Days — más el benchmark de métricas de IA del mercado.

Este Benchmark recoge datos agregados del mercado, no un análisis de tu empresa. Si quieres tu comparativa personalizada, [pide tu diagnóstico](mailto:hello@foreworth.com).

**+150**empresas analizadas

**+100.000**developers medidos

**+50**proveedores comparados

Qué incluye este Benchmark

- Productividad (Achieved Days) por sector.
- Productividad por rol de desarrollo: junior, middle y senior developer, arquitecto, QA…
- Productividad por tamaño de empresa.
- Comparativa de Achieved Days entre segmentos del mercado.
- Benchmark de métricas de IA: Gross y Net Achieved Days, Code Churn, Review Load, Ownership Distribution y Tech Debt.

### Descárgate el Benchmark de mercado

Nombre

Email corporativo

Empresa *(opcional)*

Cargo *(opcional)*

Teléfono *(opcional)*

Nº de developers o tamaño del equipo *(opcional)*

Descargar el Benchmark de mercado

Te enviaremos el enlace de descarga a tu email.

### ¡Gracias!

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![Foreworth](data:image/png;base64,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)

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