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Python

from google.adk.agents import Agent
from google.adk.runners import Runner
from google.adk.sessions import InMemorySessionService
from google.adk.tools.agent_tool import AgentTool
from google.genai import types
APP_NAME="summary_agent"
USER_ID="user1234"
SESSION_ID="1234"
summary_agent = Agent(
model="gemini-2.0-flash",
name="summary_agent",
instruction="""You are an expert summarizer. Please read the following text and provide a concise summary.""",
description="Agent to summarize text",
)
root_agent = Agent(
model='gemini-2.0-flash',
name='root_agent',
instruction="""You are a helpful assistant. When the user provides a text, use the 'summarize' tool to generate a summary. Always forward the user's message exactly as received to the 'summarize' tool, without modifying or summarizing it yourself. Present the response from the tool to the user.""",
tools=[AgentTool(agent=summary_agent)]
)
# Session and Runner
session_service = InMemorySessionService()
session = session_service.create_session(app_name=APP_NAME, user_id=USER_ID, session_id=SESSION_ID)
runner = Runner(agent=root_agent, app_name=APP_NAME, session_service=session_service)
# Agent Interaction
def call_agent(query):
content = types.Content(role='user', parts=[types.Part(text=query)])
events = runner.run(user_id=USER_ID, session_id=SESSION_ID, new_message=content)
for event in events:
if event.is_final_response():
final_response = event.content.parts[0].text
print("Agent Response: ", final_response)
long_text = """Quantum computing represents a fundamentally different approach to computation,
leveraging the bizarre principles of quantum mechanics to process information. Unlike classical computers
that rely on bits representing either 0 or 1, quantum computers use qubits which can exist in a state of superposition - effectively
being 0, 1, or a combination of both simultaneously. Furthermore, qubits can become entangled,
meaning their fates are intertwined regardless of distance, allowing for complex correlations. This parallelism and
interconnectedness grant quantum computers the potential to solve specific types of incredibly complex problems - such
as drug discovery, materials science, complex system optimization, and breaking certain types of cryptography - far
faster than even the most powerful classical supercomputers could ever achieve, although the technology is still largely in its developmental stages."""
call_agent(long_text)