| Overall Statistics |
|
Total Trades 47 Average Win 0.23% Average Loss -0.15% Compounding Annual Return -39.494% Drawdown 1.600% Expectancy -0.240 Net Profit -0.822% Sharpe Ratio -6.618 Probabilistic Sharpe Ratio 6.433% Loss Rate 70% Win Rate 30% Profit-Loss Ratio 1.50 Alpha -0.419 Beta 0.368 Annual Standard Deviation 0.052 Annual Variance 0.003 Information Ratio -8.939 Tracking Error 0.061 Treynor Ratio -0.939 Total Fees $0.94 |
# QUANTCONNECT.COM - Democratizing Finance, Empowering Individuals.
# Lean Algorithmic Trading Engine v2.0. Copyright 2014 QuantConnect Corporation.
#
# Licensed under the Apache License, Version 2.0 (the "License");
# you may not use this file except in compliance with the License.
# You may obtain a copy of the License at http://www.apache.org/licenses/LICENSE-2.0
#
# Unless required by applicable law or agreed to in writing, software
# distributed under the License is distributed on an "AS IS" BASIS,
# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
# See the License for the specific language governing permissions and
# limitations under the License.
####
#####
#
#### ALEX U HERE ????? 6 AM
#
#
#
#
import clr
clr.AddReference("System")
clr.AddReference("QuantConnect.Algorithm")
clr.AddReference("QuantConnect.Indicators")
clr.AddReference("QuantConnect.Common")
from System import *
from QuantConnect import *
from QuantConnect.Algorithm import *
from QuantConnect.Indicators import *
#from datetime import datetime
### <summary>
### In this example we look at the canonical 15/30 day moving average cross. This algorithm
### will go long when the 15 crosses above the 30 and will liquidate when the 15 crosses
### back below the 30.
### </summary>
### <meta name="tag" content="indicators" />
### <meta name="tag" content="indicator classes" />
### <meta name="tag" content="moving average cross" />
### <meta name="tag" content="strategy example" />
class MyAlgo(QCAlgorithm):
def Initialize(self):
'''Initialise the data and resolution required, as well as the cash and start-end dates for your algorithm. All algorithms must initialized.'''
self.SetStartDate(2019, 11, 20) #Set Start Date
# self.SetEndDate(2019, 7, ) #Set End Date
self.SetCash(200) #Set Strategy Cash
# Find more symbols here: http://quantconnect.com/data
self.AddEquity("TCMD", Resolution.Minute)
self.forex = self.AddEquity("TCMD", Resolution.Minute)
self.psar = self.PSAR(self.forex.Symbol, .005, .005, .05, Resolution.Minute)
self.Securities["TCMD"].FeeModel = ConstantFeeModel(.02)
#self.previous = None
# 1 daily
# if self.previous is not None and self.previous.date() == self.Time.date():
# return
def OnData(self, data):
'''OnData event is the primary entry point for your algorithm. Each new data point will be pumped in here.'''
# a couple things to notice in this method:
# 1. We never need to 'update' our indicators with the data, the engine takes care of this for us
# 2. We can use indicators directly in math expressions
# 3. We can easily plot many indicators at the same time
# wait for our slow ema to fully initialize
# if not self.fast.IsReady:
# return
# define a small tolerance on our checks to avoid bouncing
tolerance = 0.000000000015
# we only want to go long if we're currently short or flat
if self.Portfolio["TCMD"].Quantity <= 0:
# if the fast is greater than the slow, we'll go long
if self.psar.Current.Value < self.Securities["TCMD"].Price:
self.Log("BUY >> {0}".format(self.Securities["TCMD"].Close))
#self.SetHoldings("UGAZ", 1.0)
self.MarketOrder("TCMD", 1)
if self.Portfolio["TCMD"].Quantity > 0:
# if the fast is greater than the slow, we'll go long
if self.psar.Current.Value > self.Securities["TCMD"].Price:
self.Log("BUY >> {0}".format(self.Securities["TCMD"].Close))
#self.SetHoldings("UGAZ", 1.0)
self.MarketOrder("TCMD", -1)
###
#####