On average, we find over $380 in annualised savings on the first bill for new Bill Hero subscribers. 

However, every household and every bill is different, and it's possible you might already be on a competitive plan, or even on the very best-priced plan available.

Our money-back Savings Guarantee is designed to give you more confidence to join our service before you know how much savings will be found for you.

## How much savings are Guaranteed?

Our Savings Guarantee exists for all annual subscriptions. 

The dollar amount of the Savings Guarantee can vary by subscription type or by Bill Hero partner channel. It’s designed to always exceed the up-front subscription fee. 

The Guaranteed savings amount is always displayed prominently at the point of purchase for your Bill Hero subscription:

![Screenshot 2022-12-10 1.46.39 PM](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAA0JCgsKCA0LCgsODg0PEyAVExISEyccHhcgLikxMC4pLSwzOko+MzZGNywtQFdBRkxOUlNSMj5aYVpQYEpRUk//2wBDAQ4ODhMREyYVFSZPNS01T09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT0//wAARCAGNAMgDASIAAhEBAxEB/8QAGwABAAIDAQEAAAAAAAAAAAAAAAQFAgMGAQf/xABGEAABAwIDBAUICAMHBAMAAAABAAIDBBEFEiEGEzFBIlFhcYEUFRYyU5GS0SMzQlSTobHBUmKCBzQ1Q3Jz4SSisvFEo9L/xAAaAQEAAgMBAAAAAAAAAAAAAAAAAQUCAwQG/8QAMhEBAAIBAgQEBAUDBQAAAAAAAAECAwQREhMxURQhQVIyQmGBBVNxkaEiYrEjY8HR8P/aAAwDAQACEQMRAD8A+nIiICIiAiLVUzNp6d8ruDR71EzFY3lMRMztCLV4pDSzGIsc9wGtraLT59h9jJ7wqSR7pJHPebucblYqhv8AiOabTwz5LWujxxHn1Xvn2H2MnvC2U2LRVE7YmxSAu56LnlfYLR7qLyiQdN46N+QW7S6rUZskV38vXya8+DDjpvstERFcq0REQEREBERAREQEREBERAREQEREBERAVHjtTmkbTNOjek7v5K3qZm09O+V3Bo965SR7pJHPebucblVn4ln4acuOs/4duixcVuOfRiiL1jXPeGMF3ONgFSdVol4ZSeVVIzD6Nmru3sXTDQWCj0VM2kpmxjV3Fx6ypC9Ho9Pyce09Z6qbUZuZfy6QIiLrc4iIgIiICIiAiIgIiICIiAiIgIiICItVTM2np3yu4NHvUTMVjeUxEzO0KjHanNI2madG9J3fyVSspHukkc95u5xuVivL58s5ck3leYscY6RUW+jqRSzb3dh7gLC54LQi11tNZ4o6s7Vi0bStvPsnsGfEVlHjU0kjWNp2kuNgAVTroMJoPJ2b6UfSuGg/hCsdNm1Oe+0W8vXo482PBirvMLJERXirEREBERAREQEREBERAREQEREBERAVbjEFTUNjjgZmZe7teaskWvLjjLSaTPVnjvNLRaHMea632B94Wqeknpmh0zMoJsNQusXOYzUb6sLGnoxdEd/NVGr0eLBj4omd1hp9Rky32mI2QERWOFUHlD99KPomnQfxH5LgxYrZbRWrryXileKUjB8P4VMw/wBDT+quU4IvSYMNcNOGqly5ZyW4pERFuaxERAREQEREBERAREQEREBERAREQEREGmsnFNSySniBp38lyZJJJJuTxVvj1Rd7Kdp0b0nd/JV1LTSVU4ij8T1BUWvyTlzcuvp/la6SkY8fHPq24fROrJraiNvrO/ZdKxjY2BjAA1osAFhTwMpoWxRiwH59q2qy0mmjBX6z1cWozzlt9BERdbnEREBERAREQEREBERAREQEREBERAREQFjI9scbnuNmtFyslWY3OWU7YGXLpTwHUtWbJGPHN+zPHTjvFVM8yVlWS0EvkdoF0dDRso4Mo1edXO6ytOF0ApY88g+mcNf5R1KeuTRaWaf6l/il0anPxf0V6QIiKwcgiIgIiICIiAiIgIiICIiAiIgIiICIiAiLg8FxrFcUN5dpaClkNQ6JtM+Bhe4B1hbUHVB3iwdFG97XuY0ub6pI1C5ig2iNMcdnxWdzoaSuMMLWsBdbk0AcSp0e1WHGjrKiobUUrqPLvoZ48sgzerYc78lExE9SJ2XiLlcQ2yZHhNdNSUVSytpWtcYKmLKWtdweRf1e7sW5219PTxULaqhrvKauDetijizHjbhfxHYpHSIuap9oKajOMz1lXUyx01UIhG6IAtJGjGW1d4rViW09PPg9U+OSvw6emljbKwwN3rMxFui42se9B1SLlxtVOzH8TopsOnNNRQ7wOYwZ9Bck9K1jbRWNLtFRVdXQU1O2V766nNQwgCzGfza6a6ILdERAREQEREBERAREQEREBERAREQFw+CYRjeEtMZwPDag+UOlE75hnAJvp0eS7hEHE1myddWUuLsLomSTYiKynu42eALWdbUXuV56J1VVhdc11JS0NVKYzEW1Ek2YsN7OLuXcu3RBy9Xh+PYxhOJwYg2ipnVEIjgijJdZw1Jc63A9SUGE4ocbwivrIYYxS0b4JQyTNY8BbruLLqEQcZUbMYhO3FnMdCyWTEWVtLmddrsvJ1uC24thm0OM4NVx1cVHHLLLEYoY3XytabkufbVdciDnfN1XSbW1mJvbA7DqqmayZ732MeUHlzCqv7PcOYyfEa+OUzU7ZDS0cnIxBxOnZcj3LtnNDmlrgCCLEHmvI42RMDImNYxuga0WAQZIiICIiAiIgIiICIiAiIgIiICIiAokNcH5DJGY2yNL2uLgRYcb9SlquGFNbCGNeATHkeQOOtwfeglGrpxHnMrct7eKGqhaHF72gB2UG976X/dRzQPMfRdG2QuJJGbqtxvdZCjkZIJGStMgde7m6EZQ08O66DbDWQyRxOc4MdK0ENJ6+CxkxCmZG94kDsguQ3U8bLTHhpYY7va8BrGuBv8AZ5ix/VZOoHOhbHvALMe29v4iD+yDeauFocXvDQHZe/QHh4r2OobJJK1ouIwDmB43F1oko5XlzhK0Fz8zhY2PRA5G/JZ0lKadjml4ddjW6DqFkGLK17oGzGAtY/Ll6YPrED91v8pgu8b1t2Al2vC3FRIaB8cDYrQNy5Okxli7KQdfcjcNs1zc7ba5HG5I1vrrbkgkeXU+eNofm3hIBA4W6+pG1sDwXNkaWBubNfTjZYOppXuY98jM4cSbNsLEWWJoXZY7SDNHGxo00u039yDZLXQRxmTNmYGl128dCBa3itrZ4nWyvBJdlA7bXt7lGko5JWuzyMDnRvYcrbC5I+S9hgccQfM4EANA4WBfzI8AAg3mphbIYzI0PAuR4X/RYitpS3MJm2uB7+CjzUMstQXmYZcxIBBuLtItxtz6ln5Ed9E/OOgGC1uOUO//AEg3ipgLC8StLQ0OJvyP/pYTVkMbJS1we+NpJaD1cVHdh8uV7WSsAkBDrt/mLtNe1eSYfLI95dMCHNe0Eg36XjbTsQWKIiAiIgIiICIiAq2KvlLmiQx3c5t7DQA34G9jw/4VksNzFlc3dMs71hlGvegrDWS76WZskYDI3HKeDgHuGmvZxW2WvljkluGFoDsreuwvqb8esWU7cQ6fRM6PDojRe7tmcvyNzEWLralBE38+9iiEsDi59i5rToMt+F+KjsrpmwhwdHZkTHlrrkuuSLA37FZtijYAGRtaBqLC1lrFNEJjLkGawA0HRtfh70EEVM0TnOe7eZZZbAXGgbcDiszVzh7Yw+FznFnTa02Ga+lr9in7tgdmDG5ib3tqvGxRtFmxsAvfQc+tBhSSulgzSWzBzmm3A2JH7LcvAA0WaABx0XqAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAhIHE2RfO/7SKqfEMToMAobvlP0rmg8Sb5R7gT4oPoiwlkbDE+R5AawEm5suV/s3xQ12zgppHEzUTt2b8cp1b+48FRbbSuxDbaiwevqn0+HWZch1gb3uersueCDu8ExSLGcKhxCBjmMlvZriLixI1t3KeuBpNmcT2e2sppsC302FyZRPnkboDobjS9tCDZdLtVjjMBwaSp0dUP6EDP4nn9hxQXNxe1xdePe1jS57g1o4kmwXyz+z1tUzbapZWl/lAheZcxucxLSb9qk18cu1u38+FVdRJHQ0eYCNhtfLYHxJPHqQfSmua9ocxwc08CDcL1fN8JbJsnt8zBYKiSWgqwLMeb2JBse8EW7l3ddVSQSZWSRstG54DhfMQRoEE1FWSV9QHz2a1uQOs11riwuDxufcrFgcGAPcHO5kC10GSIiAiIgIiICIiAiIgIiICIiDx72xsc95DWtBJJ5BfHsP2jDNsKrHpqKerDi4RNj+wDoOX8P6r6ti1E7EcLqKJk5gM7CwyNbcgHjp3aKHszgEOzuGupIZTMXyF7pHNsSeHDuCD5/sbizKXbeUNhkpqbEXOaIpOLSTdv53Hiurxxuzm0mMeY6zetxGEEMka0tLdL2B4EW1spW0mykWO11LWtrH0s9MLBzGB17G458jf3rRtRsjFisvnOmqJabEYmevEPrCBppxB5XBQc/Qy4lsftdSYK6udV0FUWhrHfZDjYEDkQRy0Kj45i80u3Bqq/DKqppMPeWQQsabFwPrE21118ArvZLZJ29psdxqepmryMwinBvG7gL31JC7dB8gwLHjDt1U4j5BO81b3N3I9aPM4anTkusxzZGvfj/AJ72fro6Wpfq9sl7XtYkaHiOIIVlh2y8dBtPV422re91TmvEWABuYg8b9i27T4DPjsdPFDiUtEyMu3m7BO8BtodR1IOEw2mrKr+0qnZU1wr56c555mCzW5RqB2AkDvX1CV8Ec+aTSQM00PAkfvZVuzuzVBs9A9tIHPmk+smf6zuzsHYrGeAzVMDyBliJcTfj2W77HwQBVwOzEEm38p6QvbTr16llHVQyPaxhJc5ub1ToLka9WoK0Nw2NkbmMdlBtYhovYG9jpr4rbS0jaY3a4no21A6yf3QSEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERBhNJuoJJLXyNLrddguBmxbEJpDI6rlaTya4gDwC7ut/uNR/tu/RfN1pyzPkpvxbJas1iJSfONd98qPxCnnGu++VH4hUZFq3lT8y/eUnzjXffKj8Qp5xrvvlR+IVGRN5OZfvKT5xrvvlR+IU84133yo/EKjIm8nMv3lJ84133yo/EKeca775UfiFRlGfXQslcwh5DHBrnhpLWnqJTzllW2W3wzKy84133yo/EKeca775UfiFRS5oBNx71hTzMqIGSs4PaHWPEd6byjjybb7ym+ca775UfiFPONd98qPxCooc0i4cLdd0zN06Q14apvJzL95SvONd98qPxCnnGu++VH4hVfHVxvlEdnNJZn6Qtpey3XAIBIueATzTa2SvlMyleca775UfiFPONd98qPxCoyJvLHmX7yk+ca775UfiFPONd98qPxCoyJvJzL95SfONd98qPxCnnGu++VH4hUZE3k5l+8pPnGu++VH4hWceKYhFIHtrJiRyc8ke4qGibymMt4+aX0mkmNRSQzEWMjA4jquEWrC/wDC6T/Zb+iLqjo9bjmZpEy2Vv8Acaj/AG3fovm6+kVn9yn/ANt36L5utOXrCm/F/ir9xERalOIiICIiAq2aKoFS98EL2SOeCHseMjh/MDzVkimJ2bMeSaTvEKpsFQJIozA7LHPI8vuLEEG3bzWqnopRExvkpiLadzJCHAGQm1tR+6ukU8Ut3irdv8/X/tUMpJhCR5P0BKxxZYNMjQNQQDbq71tjow6pp3OpQyJm8OQm+Uki3d3KyROKUTqrz/76bKRtHK1jBJRmW0DmAXHRcXEjiVk+gqTON5necsYEjcpykDXU6jXq4q5RTxyy8ZfffaBERYOQREQEREBERB9Ewv8Awuk/2W/oiYX/AIXS/wCy39EXXHR7HF8EfolKlm2Yw+SVz2maO5vla4WHvCuSQ1pJ4DXgq8Y5h5ExEkv0IvJeCQZdAdbjjqEmInqjJhx5fK8boforQe1qPiHyT0VoPa1HxD5K7dIxsjGEnM++XQ8l697WMc93qtBJsLqOCvZp8Fp/bCj9FaD2tR8Q+SeitB7Wo+IfJXjXBzQ4cCLha6ioipwwyusHvbG3S/SJsE4K9jwWn9sKf0VoPa1HxD5J6K0Htaj4h8lerVDURTulbE65hfu36Ws6wP7hOCvY8Fp/bCn9FaD2tR8Q+SeitB7Wo+IfJXqJwV7HgtP7YUXorQe1qPiHyT0VoPa1HxD5K9ROCvY8Fp/bCi9FaD2tR8Q+SeitB7Wo+IfJXqJwV7HgtP7YUXorQe1qPiHyT0VoPa1HxD5K9ROCvY8Fp/bCi9FaD2tR8Q+SeitB7Wo+IfJXqJwV7HgtP7YUXorQe1qPiHyT0VoPa1HxD5K9ROCvY8Fp/bCi9FaD2tR8Q+SeitB7Wo+IfJXqJwV7HgtP7YUXorQe1qPiHyWUey+HskDnOmeB9lzhY+4K7ROCvZMaPBHywABoAAAA0ACIiydIqOtw+pmpMbjbHc1b2mIZgMw3bAe7UFWdZX0tCwOqp2xg8AeJ7gqafa+jabQQTSnts0LC1616y3Y9PlyedK7j8IqI62YU0GSlLpCxrJAy2aEN06ruvy7Vsw+gqosHxCn8n3RkYRC27Q5xyW1DSWg35i1+JUT0mxF/SjwpxZ12cfzsshtjDlF6KTNzs8WusedTu2+Bz+kfzDLzPVbwzsiDKnyiItlzC7WCJrXc+F76c17T4ZO2Cna3DzBJHLAZnGYHelrruda/5nU34aLEbY03OkmH9QQ7Y032aSY/1BTzqdzwOo9rV5txN8EEDqVwbTwGN95W2n+lY4tGvAtaeNuNljJg1Y5jslG+KmdUSv8AJmmMmzmtDXWJy6Wdz0votp2tlf8AUYa93e4n9AvPP2Ny/U4SfFjyo51PQ8Dm9YiPvDa3DKqPFIZTTPmDWta+SWRpJaI8psQQQSeLbFpvfRdDCA2CNoj3YDQAz+HThouZ8t2ol9Sjay/8gH6lN3tZJqZGM7LsTm9olPg5jresfd1KLlvJ9qx/8hnvZ8l7u9rB/mMPixOb/bKPCR+ZX93UIuXA2tPNn/YvN3tYf8xg8WJzfpJ4T/cr+7qUXLbjawj69g8WfJN1tY3hKx3iz5Jzf7ZT4SPzK/u6lFy3lG1cXrQMkt/K0/oU8+Y7CPp8KJHWI3D5pzY9Yk8FefhtE/d1KLl27XOYbVOHSM7nfMKVDtbhr/rGzR97bj8ipjLSfVjOizx8q+RQafGMNqbCKsiueTjlP5qcCCLg3CziYno57UtWdrRsIiKWIiIg4/DqVmO49WTVt3RxHRl7c7Ad2inPxGCjrfJMNw2N2V2UkC1yONlFrKavwLFJa+hj3tNKbvaBe19bHx5qGcSp6mSXJVSUbJ3XkY5mYA87Ef8AC56TWvlbqstRTJliLYvOu0eUen2dlR1LKulZPHcNeOB5HmFExishwnD31nkolDXtBYwAE3cBf87rVhuIYTBSR08FdEQwcXOyknxUqrhixGnYyOZha2aOS7bOByuDreNrLfExPRwWpenWJhCrsXo6asjp207JQ+nfUGTQNaACRfTnY+5SYq/DXVYpWOYJs2SwjNs2XNa9rXtrZQBsy0QvjbVuNxK0FzLlrHMyNbx4NHvUxuE5ZGv3/CrFTbL/ACZMvHxup2Y7y8lxSVmMiihpg+NgbvTms8ZuDmt5tHM/JaI9oGObWSGKEx02cZWTh0ji12UXZbS57VurMLnqsSimNRH5OyRsoBj+kjc22jHcmutr/wA6YVGCSVb3+U1mZoZIyItiDXNzEG7jezrWHIdqISqWvdKyqE8BimpT9Ixjs9+iHCx0voVoocZFRTmpnhEVOWB7ZGSCQam2U24O1Gmq30lDJEKp81Rmnqjdz42ZA2zQ0ZQSeq/eoLsCmeZpHVrGzSRtYXRQ5A+zg67wD0ibW0toT1oJ4xagMbn78AMY57szSC0NNnXBF7g8uK1vxqihzeUS5CHyNAa1ziQy2Y6DS1xdRItnWtiia+oF2VLpnZI8oc1xBLLXOlw33LeMGtNLJ5R9YJxbJw3paevll/NBIOLUAqW0/lAMjnBos0kFxFwM1rXtra6zpMQpK0uFNLnygOPRIuDwIuNRodRoqRuF1kFdT0sAeaZlQyd73MaB0WZSQ7NfUgaW8bKzwrC34fJK51QHse0NEbGZGi1+la5FzfW1hpwQY0uLPnYyodRuZRSNc9k+cEhoF7ubyBA04qS/E6Ng1mucrHgNY4kh18tgBc3sdOxVzdnhmgZJUMdDTteyK0VpA1zXNyl99QA48hwC88w1JF317HODImACEhrmszaOAdc3zX4jUIJ3nnDrtAqQc0W+0a4gM11OmmoI156Lx2NYexgc6dwu5zcu6fmu0AkFtriwIPDgolNgD6ejlgZWua6SAQh7GZctnvdfj/Pa3YvaHAjS1O+dUMJzyPysiygZmNbYanhlv4oN7MaoZZaiN2bdwiM5zGS1+cdHLpr4cVqqJcBkiY+eOAtkub7o3ABsS6wu2x0N7LSdmwacQmpa4NZABmjuM8YsCdeBHL80fs1E4xuBpg7IWSNMBLHAuLrgZtDqeJN1ExE9WVbWr0lBrMNwSXEYaKlEjZZJXRuLC7KwhhceIIJ0AtfS6yOA4vh5zYZXF7R9gnL+R0VizDhTVkUhrom00M8k7IiwA3eHAjNfhdxI0U2XFsOh+srYB2B4P6LXbHT9HVj1Oo6fFH1jdRw7SVlFIIcYonNP8bRY+7gfBdDR1lPWwiallbIznbiOwjkqPEtpMLfC6EQmrv8AZLbN95UfZWhq2V0lYYjT0z2kBhv0uq19dOtY1vMW4Ynduy4K2xTktXgn+J+3V1aIi3q0USowugqjeekicTzy2PvClrnarEcSlrZfJXMhpoXljnuAIFuJdzUTET1ZVtas71nZIl2WwuT1Y5I/9Lz+91Ck2S3bs9DXyRuHDMP3CvcNqjW0Ec7hZzrg24XBsscUqZKSmZOwtDWzMEtx9guAJ8L38FhOKk+jfXWZ6/N/yocm1GH+q4VUY7Q/9bFe+k2Iw6VOFOB7A5v7LdT4/O9w34Yxu9fKSG3/AOmDC5ru/gFsOOPraGqmobROpYnSvuWvu0scW2IuL5gLjsUcuY6WZ+Kpb48cT+nkjelzx62GvH9f/C9G2Mf2qCQf1j5K1w+sllbXPnOYQPAaAANN2xx/MlRY9oIqizIqMyTGVsQY2Rjh0mucDmvb7JunDf3fwjnaf8v+ZRm7Y0n2qWYdxBWwbX4fzhqB4D5rN+NUOWmdJRtyz5QcxZdpL8lrXubHjZaaWupBEGVVDE+dziI7RtG8+mMYA7ujfvThyd08zTeyf3Zna/D+UVQf6R81g7bGk+xSzHvIH7rLzrhbI55H4bHGI3BguIwS4uygOHFvXryUqPE8Pbg8mJeTtZHG4sc0BvrZstgeBBNtU4cnc5mmj5J/dXna/N9Vh0jv6/8Aheek2Iv+qwlx8HH9lPj2ipjA6QwuaGNk9VwcHOaAcoI0Nw4W8Uk2kpmVUsBjcTFnabOaTma0uIte9tCL8LpwX9yOfgjpj/mUDz/jR9XCD8D1757x48MJ/wDrerKHHA97I5aSWKaUx7uMuaS5r766dQaSe5YzYtNTYrVxywufSxbkF7bDd57i55nWycFvceIxflx/Ku87bRu9XCwO+J3zTf7VzerAyL+lo/UrbPjNVcmJ4ADTxYOIqBH+l10icufW0p8VWOmOrlvNu0s/1teIweqS3/iE9FqyXWpxRzj3F36ldSicmvqeNyx8O0fpEOZbsdT/AOZWTO7mgKTFsphjPW30n+p9v0V6imMVI9GE6zPPzSh0uF0FIb09LG138Vrn3lTERZxER0aLWtad7TuIiKWIqyswOkq53TOMjC/V4Y6wcrNLoMIYo4IWxRNDWMFgFhV00VZSS0tQ3NFMwseAbaFbkQQhhVFvxNuQXCn8msTpu+qy9jw2COjmpS+eSKVhjIklLrNtawvw0KmIgitw+mbDUxZCWVP1oJOvRDf0AWinwWkgmbMHTPka5rw6SUuN2tc0cexxViiCrOAUJtbfNAy3DZSA7K4vFxzsSU80R+X0cjWsEFIZJGXJLi95N/DUnvt1K0RBW+Y6Il5dvnOIAa50riYwHZhlN9NbFSXUMMlC6klMksbuJe8l173vfiDfh1KSiCE7C6aSKGOcyzbmYTNdJIXHMOGvV2cF47CqZ0k7rzNbOHbyNshDCXCxNuu3z4qciCuGGg4tT1TgwMpITHDYkuJNr37gNO8rKfCaWesdUyb0ueWF7BIQx+XVtxwNip6IK84NREWLH8/tnnJvP/JWCIgIiICIiAiIgIiIC5DEC2TEaiSuqXtMTyGxC4JbyynguvWqWlp5nh80Eb3N4FzQSEEfB5JpcLgfPfORxPEi+n5LHG6t9Hhcr4gTO+0cQaLkvdoLDn1+Cn8F4WtdbMAbG4uOBQctDidTS4a2kjlcySnmMRdUgb10eUuabOIBNrA3PIrY7G6h87QZ4TDJEMrWs1JMWbUZszTfhoRbnddG+GKQESRsde18zQb24IYoi/OY2F9subKL26kHOQ4rVmalg8ohjZLFExoa3O7M6O+t3Zgb8NCLcSo9LjOIMpaCKOWOZ3kscrpJXMG9cSQWklw4WtcXNzr29WIog9rxGzM0WDsouB1LzcQ9H6KPom7eiND1hBz8FbNV47QmWoi+tqG+TtFnRhtwM2uvC/DmvKqVsWNPkfUukvUxxtDJyySEnKMu7OjmniSORPUuiEUYkMgjYHni7KL+9emKMyCQxtMgFg62o8UHNxY5XvqI4C2MOdIKXNlP17XfSeGS5HcVojxOrgcKls92ikme2E3LS4S2zcbmw1PYF1eRl75G3vfhz615uo7tO7Z0b204X4oOellqp6+ijhxGnke2SUCaOO4tuwbFt7X16+C10mK1tW+ExPiikqnwhzi0uDc0DnmwJ6x/7XSsiiYGhkbGhvABoFkEUbbZY2C3Cw4aWQcu7H600plM9NC+KOM5HM+vJkLSRroNO3Urq1Bq8Kp6uSN0peGMt9G0gNdY36uvqtfmpyAiIgIiICIiAiIgIiICjz19JTSCOeojY88iVIXJV8BgxCd89JLNK6QuiIF2OB4XHZ1IOtBBAIIIOoIWMskcMbpJXtYxou5zjYDxUXCIZYMMhjn0kANx1a8FhjUQmoMpjmflkY68IBcwgghwB9ax5c0EyGaKeISwSskjPBzHAg+IWQc0uLQ4EjiL8FykrcTdE0sZLFC6aQySxQPY+U5W5XljSHD7Q6jYEjVWWD0ssOJVjqgTukmihJkdmDXkNs7nYG/LkgukXLQecZGP30lU+GmnbSybpxL5GNzEvFtbklgNtdCvJZMUhpZuhXuElLMyns1znh2c5M1uDsttT+qDqHvbHG6SRwaxoJcTwAC0srqN9R5OyrgdP7MSDN18OKh4XTSOjrTW75++me3JK4luS+gAOgFlUGnq/Oj2sjmIGI71sZpyGZcoGfednVztZB1TnNY0uc4NA4kmyxjljlLxG9rjG7K6x9U8bH3hcnPTV1VhksTmYg93kt6lsjndKYOaeh16ZvV04KT5LXxTTVNCKlsslY4Na8uyFhh0Jaf5gNTrdB0yLlaSnxKWOFks9dkfNEJW2kjc3ouz9IkmxOW9tOpeNZjVqt29qBOGyBzGsfYjOMuRxOW+W9so79UHTOqadolLpo2iH6wlwAZpfXq0IWmPE8PmNoa6nkNw2zJQ7UmwGnaoWBRZJ8QcI6lsUkzTGagOzOG7aPta8QeKiuopn4aId1KwnFC85AWuDN8TmvyFtboOiRcv5Pi16gQvq80EM4ps73Wc7eODL39Y5bWv2LEx14oSd9XOYZgQ3dSgjoG4JzbyxNjcaA9iDp2SxvfIxj2udGQHgHVpIvr4EJLLHDHvJXtYwEC7jYXJsPzK5qCmxASuq2sq46h09Pdrnkgt3bQ/MBo7nc25clhuq+Wlazd1zzu4jUia5BlErDdl+Vg71dLWQdNPUwU9t/KyO4JGY2uBqVtXMwU00+L0/lkNXI4PqBOZA4xZT6mXla1uHjqumQEREBERARFWVeO0lLVeTkSSPBs7IL2PUgs0WEMsc8LZYnZmPFwVpxCvp8NpDVVbyyFrmtLgL2uQB+qCSijitpzPNEZADCxsj3HRoa69jfwK276LKXb1lgAb5hwPAoEEMVPE2KCNscbeDWiwCzWszwgvBmjvH64zDo9/Ujp4WwiZ0sYiP2y4Zfeg2IsN7Hr9IzSwPSGl+C88ogGf6aP6M2f0h0T29SDYi1MqYJHhkc8bnEXDWvBNutesqIXmzJo3HNl0cDr1d6DYiiV2I01DSColeHNLwxoaRdzibWFzbj2reJ4sxYZGB7W5nNLhdo6yg2IotViFPTUzZyTKxzxG0RDMXOJsAPFYw4jHLOyF0U0L3xuktK0NsGkA31/mCCYi1eU0+6Eu/i3bjYPzixPetbcQo3TTw+Uxh9OQJAXWy3FwgkotDauBzA8yNYC8sGcgZiDbTrWt+J0cdQ2CWZscj3Oa0P0uWi58EEtF4Htc4ta4EgAkA8jwWsVNOYnSieLdsNnOziwPaUG1FrNRAAwmaOzzZnSHSPUOtYCsp7OL5Gx2eWdMhtyDbRBvREQFztVhtfFVzOo4opBK8vZKSA6MniuiRBFw2lNFQRQOdmc0HMe0m6wxWkfWU0cTA02nie4O4FrXgn8gVNRBzEmz1a19Q2KZroGvhNO0usSxmc5CSCNM2hseAW+LApWOog3KyIE+VMc/MXAPMjADYDR3YBYldAiDlfRypMVTHJlkc4Pa2R0os8OkDjduW/AcydVcYlQvkdSSU8EMrKZzj5O85WuBbYEaEXHd1qyRBQUuBzwzUOaSMxMaDUNF9XMJMYb2Au/7QokGzlQ2nMUzWSOGRpe6QFsrRK15u3KOQPEnU+K6pEHM0uHzTYhO6GmgiZDXvkEx9YjJlDbW4a9fAKK/DK6hpZp5GxMqAyEUwYcwdMxzraBosCDbuJXYIgq5sKthdFRxBjhTyxOcXcw1wLj3nX3qDPgtXIZWNjpx055BUZunJvGuAaRbgMw5/ZHh0SIKeuwyR2C0tJTRMvC+JxY15jBykE2I4HtUarwisrIMrWin/wCnfEA6cyEkvY6xcRexDSOy66FEHOR4NURZJhSwzEukzwTSgtu4NGa4aAD0bWtwJWb8EmdUkOhpjC6WnkIvp0BYixHiNV0CIOeODVLXud5PS1LXmdu7lcQ1gfIXB3Dq0IWbsJlZViomZC+IVMsjw4/5bow2/Ds4K+RBRYDRzNwid7nNdNOCyJ72nWNoyx3HHgL/ANRVd5rqqFvlVXHBu2SQu3Rfdji0Pab5WANHSBGnILrkQcc3CK+tweIQQQxteyXK0nIWF0rnA6tJy2tYC3ysX4HLLNM6WOB7XNqsubWxkc0t5dQN10CINVJG+KjgikN3sja1xvfUDVFtRB//2Q==)

## What happens if the Guaranteed savings are not achieved?

If you're already on a competitive plan, or if the market has moved to rates higher than the rates in the bill being compared for you, we may not be able to beat the Savings Guarantee.

If that happens to you, the system will automatically notify you and offer you the option to either cancel immediately for a full refund or keep the subscription active and receive a bonus free extension of your subscription period.

## What about lifetime subscriptions?

We've recently introduced our new Lifetime Subscription, featuring a single one-time payment that covers your Bill Hero subscription fees forever. 

We don't currently offer the Savings Guarantee on a Lifetime subscription.