Home » Bookkeeping articles » The Difference Between Accruals And Deferrals

The Difference Between Accruals And Deferrals

November 18, 2021
Bill Kimball
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" alt="accrual vs deferral" class="wp-post-image" style="display: block;margin-left:auto;margin-right:auto;" width="357" height="527" /></p> <p>The second type is the revenue accrual which refers to the reporting of a transaction that occurred as revenue and the asset that it occurred against. These revenues are reported during the period they were earned, which means this is before the money was received or the invoice was processed. According to Investopedia, deferred revenue is the same as unearned revenue, where the money is received for a service or product that has not yet been provided.</p> <p>Deferred expenses are those expenses for which the payment is made, but the company is yet to incur the expense. Accrued expenses, on the other hand, are those expenses that are incurred but are yet to be paid. Deferred income, on the other hand, is the revenue that a company gets in advance. For example, a customer pays money in advance for an order with a delivery date in January. Deferral is just the opposite of accrual and occurs before the due date of the expense or revenue. Accrued Income are the transactions for which the company is already due to get the payment, but has not got the payment yet. In such a case, the company classifies the payment as accrued incomes for the financial year in which it is due.</p> <p>Accrued expenses affect an expense and a liability account, while deferred expenses affect an expense and a liability account. Under the expense recognition principles of accrual accounting, expenses are recorded in the period in which they were incurred and not paid. If a company incurs an expense in one period but will not pay the expense until the following period, the expense is recorded as a liability on the company&#8217;s balance sheet in the form of an accrued expense. When the expense is paid, it reduces the accrued expense account on the balance sheet and also reduces the cash account on the balance sheet by the same amount. The expense is already reflected in the income statement in the period in which it was incurred. Revenue deferrals are used by accountants to spread out revenue over time.</p> <h2>Revenue Deferral:</h2> <p>For example, the due date of the electricity bill is December, but the company pays it in January. Revenue is one of the most important cornerstones of your business finances.</p> <p>An example of expense accrual might be an emergency repair you need to make due to a pipe break. You would hire the plumber to fix the leak, but not pay until you receive an invoice in a later month, for example. The liability would be recorded by debiting expenses by $10,000 and crediting accounts payable by $10,000. When revenues are earned but not yet recorded at the end of the accounting period because an invoice has not yet been issued, nor has cash payment been received. When a company receives upfront payment from a customer before the product/service has been delivered; it is considered as deferred revenue.</p> <p><img 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" alt="accrual vs deferral" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="480" height="360" /></p> <p>The revenue or the expenses that are earned but are yet to receive by the company are accruals. One can classify accruals either as an Accrued expense or Accrued income . On the contrary, the Accrual basis of accounting is used by larger companies for several purposes first it is helpful for tax reporting purposes when the sales are exceeding $5 million. Also, the accrual basis of accounting is necessary for audit purposes as the books all over the world are prepared on an accrual basis. Pre-paid subscriptions with services rendered over time will defer revenue over the life of the contract and use accrual accounting to demonstrate how the company is doing over the longer term. This approach helps highlight how much sales are contributing to long-term growth and profitability. Used when the expense for goods or services has been paid for in advance (i.e., in the current fiscal year) and the activity won&#8217;t take place until the following fiscal year.</p> <p>Accrual of an expense refers to reporting of that expense and related liability in the period in which Accrual expense occur. For example, the water expense that is due in December, but the payment are not to be received until January. Accrual is a very important method to reflect the true position of the company, however, the cash statement also has its importance as it tells about the ability of the company to generate cash in the business. Intangible assets that are deferred due to amortization or tangible asset depreciation costs might also qualify as deferred expenses. When the services have been completed, you would debit expenses by $10,000 and credit prepaid expenses by $10,000. When the bill is received and paid, it would be entered as $10,000 to debit accounts payable and crediting cash of $10,000. Accrual basis accounting is generally considered the standard way to do accounting.</p> <p>Due to the simple nature of accounting cash basis is often used by small businesses to prepare their books of accounts. When you note accrued revenue, you’re recognizing the amount of income that’s due to be paid but has not yet been paid to you. For example, you make a sale in March but won’t receive payment until May. You would recognize the revenue as earned in March and then record the payment in March to offset the entry. An accrual allows a business to record expenses and revenues for which it expects to expend cash or receive cash, respectively, in a future period. Conversely, a deferral refers to the delay in recognition of an accounting transaction. The closing entries serve to transfer the balances out of certain temporary accounts and into permanent ones.</p> <h2>Business Operations</h2> <p>In this manner, the profit shown during each period will be a more accurate reflection of the economic activity that took place in the period but perhaps a less accurate portrayal of the cash flows. Under the accrual basis of accounting, recording deferred revenues and expenses can help match income and expenses to when they are earned or incurred. This helps business owners more accurately evaluate the income statement and understand the profitability of an accounting period. For example, a company receives an annual software license fee paid out by a customer upfront on the January 1.</p> <p>Allocating revenues to the proper period is a cornerstone of the accrual method of accounting. The basic difference between accrued and deferral basis of accounting involves when revenue or expenses are recognized. An accrual brings forward an accounting transaction and recognizes it in the current period even if the expense or revenue has not yet been paid or received. A deferral method postpones recognition until payment is made or received. According to GAAP, deferred revenue is a liability related to a revenue-producing activity for which revenue has not yet been recognized. Since you have already received upfront payments for future services, you will have future cash outflow to service the contract.</p> <p><img 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" alt="accrual vs deferral" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="480" height="360" /></p> <p>XYZ Company delivered services on the last day of the month and sent an invoice for $4,400 the following week. However, a high Accrued Revenue signifies that the business is not getting payments for its services and can be alarming from a cash-flow perspective. For example, ABC marketing agency signs up for a marketing automation software, &#8216;Yoohoo&#8217;, that&#8217;s billed quarterly at $600 for a three-user package. Twenty days into the subscription period, the agency realizes that they need two more users to access the software.</p> <p>Deferred expenses are those that have already been paid but more properly belong in a future period. Without deferral, these expenses would be recorded on the income statement and would reduce net income in the current period. Deferring them takes them out of expenses and creates an asset on the balance sheet. This type of expense represents an asset, because the money has already been spent and there will be a benefit to the company in the future. When the benefit has been realized, it is taken out of assets and once again expensed.</p> <h2>Thought On accrual Vs Deferral</h2> <p>Accrual of something is, in finance, the adding together of interest or different investments over a period of time. It holds specific meanings in accounting, where it can refer to accounts on a balance sheet that represent liabilities and non-cash-based assets used in accrual-based accounting. An accrual of revenues refers to the reporting of revenues and the related receivables in the period in which they are earned, and that period is prior to the period of the cash receipt. An example of the accrual of revenues is the interest earned in December on an investment in a government bond, but the interest will not be received until January. Under the deferrals, money has changed hands, but conditions are not yet satisfied to record a revenue or expense. Under the accruals, conditions are satisfied to record a revenue or expense, but money has not changed hands yet.</p> <p>Some companies make adjusting entries monthly, in preparation of monthly financial statements. In order for revenues and expenses to be reported in the time period in which they are earned or incurred, adjusting entries must be made at the end of the accounting period. Adjusting entries are made so the revenue recognition and matching principles are followed. Much of the success that organizations have in adopting lean startup principles is by using a different accounting approach called Innovation Accounting. <a href="https://www.bookstime.com/articles/accruals-and-deferrals">accrual vs deferral</a> Measuring the success or failure of a startup’s product or service can be complex. While these basic functions of accounting are still necessary and required in a lean startup or lean library, this approach fails to capture adequately the types of outcomes of interest to the lean startup. In a viable organization, innovation accounting holds the entrepreneurs or librarians accountable for their actions and decisions by tracking broader outcomes of an organization beyond it’s revenue and expenses.</p> <ul> <li>Used when goods or services are received this fiscal year and will be paid for next fiscal year.</li> <li>Rent payments received in advance or annual subscription payments received at the beginning of the year are common examples of deferred revenue.</li> <li>Furthermore, it will be important to separately define what the future obligation will cost the buyer.</li> <li>When the expense is paid, it reduces the accrued expense account on the balance sheet and also reduces the cash account on the balance sheet by the same amount.</li> <li>In the case of a prepayment, a company&#8217;s goods or services will be delivered or performed in a future period.</li> <li>As briefly mentioned earlier, accruals are financial transactions that are recognized when they occur.</li> <li>•External cash flows must be treated in a consistent manner with the firm’s documented, composite-specific policy.</li> </ul> <p>Incurring an accrual expense on the company that it will bill and receive money for at the end of the accounting period. In expense accrual, when the journal entry is to be reported, it’s made as an accrual adjusting entry where the bill charged is debited, whereas a liability account is credited termed as Accrued Expenses Payable.</p> <h2>What Is A Deferral? Its Expenses Prepaid Or Revenue Not Yet Earned</h2> <p>If businesses only recorded transactions when revenue is received or payments are made, they would not have an accurate picture of what they owe and what customers owe them. The accrual basis of accounting states that expenses are matched with related revenues and are reported when the expense is incurred, not when cash changes hand.</p> <p><img 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BGBiNapEg5NPhQbJGYcGiy5lQlahj5wyGmyvzhZFc9waR3VzMUuYd5oSMgZz5xnbcb3ASk10PIH1jKUxlmdbQ2EbiT0jebT0cuK5XAqlSTh3HlhJjSyNhIkJ0XMe9SPJiCbO5bWFUl1tJb3DaQT5wzs/aE7ITS5d1BBByM9SO0dBpPhbvdEmlx6nPkkczsMN5qLwv3kiXXNsU17x2hkfAeY8ukRVEFLUjODqtfC6lzTy39VC6YoUy3zCcY6xQxRJl/7GNvcntD1Oae1iQnDIVSScbV+ktBGDFu5azVOadRjaknIz5/8AvFOPDGyDP0W/DYyWk2TaS1GZKMNEB0dPJUbTIyJEoW3Ec+nOEZaVRLzxU+khIXgZ7c42CfdlUNIbaILqyEoSOZWonASB3JPTHWLjKWNrLt2CsYpDHPGHQHZYG3NJK5qPcrtvW4ZZuaak3Z5SnlFKChCkJxkA4JLiRHte4dtYLcCnHrNen2kgkrp6kzJHyQn4z/RiVfDVwocXFYqa7mt2z6daNLqDSGX527pdxoqaCs/VsJIezk9wkHAyR1iddpcP1Ksltp+7beTdVQQAXZpp/YwVfzJZX2R6KcWfWOVrahjZSGLObUgNBK4WTkrN059UnUZGYlH0faafaU2ofNKgDCSEF3kkHPbAjtrxF2PQNTLfpqDayQqkOhkS81TgW0srIGEjBTgK2nl5mGqm+DHQC0JFir6hO0q35t/a82yyCX3U+aWU9RyxnAHrDKd76lwYxpLjsANU+TFIKWIzVTg1o6k2XKduhVWZx4Eg+5n9FBxA/a9aZG5ylzCeXdBjq9Kp4SrcSJWR09uKslvo+vwJdB+QJKvxEKvVXhVqA8Ge0nr8sOm9mYYc+/B2xtt4fxR4DxTu+i5aT2i8MB/LNQD6/ZcjHJJ1jIeaWkjzEIbFJPIx1WrvDpwqajoW1bt2CizbuAhmqy5l058vE5p+8nERi1+4GL10wS5U5CTM3IKTvafa+NtaDzBSociMdxGXPTS0rsk7Cw/HS66DDsVw7F256GZrx8Df1USCkmEHE8zGXnZGZp8wuVm2lNuNHaQRiLVbKVc8xCWArRkgNl0o9jrcUhddr6u6DVd9sIqko3UWWir4lsuoXLPqSnyTlnPqsRa2V7ITXVDc7Rri17kLZt56YcWZSmuTEz4ic4StTe5tBJSBnJz2iG3CXSLprPETZ9Es++6tZ89UptTKqnTHNs0hkNqW420Oi1rSgpShQwVFIIh1uIHi3svVGlXPYlw6c6kSdUlUuSdMqM/qFMvOiZQ4En36TcZDBSoBZUhKQQfgBGd6c97CHaLMexzTZTO0a0m4DvZ93bMXzXOJhFTvJqRcp8xLO1Nh5TaXCkq2yEqhTySSkfyilAAduZjmPxSalW5rFxBXvqVaMi5K0iu1RcxKJdTtWtGAnxFJ7FWN2O2Y2a2dFdILS0xtvU7iBvK6qem+/elW5R7XpzD8z7sw8WVTswuYcSlLfipUEtpBUoJJBAjf7z4d9KaHN39QLLmXq9JTGmVMv2zqu+VIffS2tAnVBvOEg7ZslB3bQ0Bk4JhGANNykbYbqIpTkgAHmccocW6uHPXax7NY1CvTSW6KFbcw422KjUKa4y23vOEFwKG5tKjjapQAVkYzkQ7ellPmrl4U3q7azslSrt0x1PpE0xWnGUoMvKVRpTCStzaSoJmZZtZ3Z2gdOkSStrTOoS12ayaEy9lX7Xpup2vU5C8tSbvfcbZnp1pIXKCQYI8JDbkyGy1uW64pKhjABJVz0pPZRSuTgzuOyrgtiwLw1DteTvq76nT5SmW6wt6ZdMrNvBpucW8lAbbQc7glR3FIzgQ5kpwS2LfNDuaQ0+t7WClVK3ZGamZa7bpkZeVtqsPS4UVNN5bQpkOFOG1F1zGRuHPI0bXPVhC7o0G4grYrUjM3PSrXpCKlLFxKn5eq0aZUzvfQCSjxQy0tIIGU8xkGM1qBrNwu3xcE7q3dNT1VvCpTgempSwK1MpVTJGecSrO6e8UrVKpUrchDbaXMJSCrmYbclN1USIIrznnjGfWCHgJyrl3FJUO5h5dBGzWrukKdyUrxEggc+8MuORyIk1wPWm7c+qdNabaKv84QnIHXnGnh9aacEKGenbM2xU6OOGrJsLhFsnTeWX4b101NqbmEfpsS6fEwf/MLKh6pjnXgDtj0iZHtPrwZndZLf07kXgWLQt9lDqArIS/MHeUkefhpaPyXEN0hSlY5x6fwzBysPY87yXcfnt9FwWLyZ6otB0bovXbXuaqhM3TqFOzUsAUhxtlSk578xFi5a1zNL2Lt+pBXl7qv90S9timijW9TqbsKVMS6EqHcLxlX7cxk+p7Z7RvnDGyHMXbrzOT2gvhkdGIQQCQNT0+SiXQ9J78rryW5agPy6VY+umgWkJHru5n5AEw/unGmFIsOUU8HffKm+kJemcYCR1KUDsM+fM+nSN3OAd205Hcjl+6MjQbcrV01VijW7TXp+dmVBDbLCCpWT3PkPMnkPOJY6SCjBkkO3U9FgYpxZiGOgUkTcrXaZRqXfAlPPwfUcu6iz91vDbKUCmuvuLPQKX8KR5ZwF/hEI+NepIrmok7OtEKbdfUUqHTdnpE/r0qVC4ZdGn7Nl59h+56x9fV3m1ZwvGA2k9dqRyH3nvHNe/KgbqqU2uZXuLqyUnrhR7xwMkoxfEZasfk0a34gdfmV71wNg8mBYXFTSCzz4nDsT09NE0dvSCp2tSsqhoEqcAOPnHU5qZTorwA3jXG1+BP16Vao8pjAUpcwtLR2+e1C1r+SDHPLRu03qpqNJU5xokh8JPqcxOD2jNYTaukOk+j8uoIU4pyvzbSTgjY0Wmsjy+ud+8CM4wmor4aa2ma58hquxxyX3akc7rZQq00s1/UHUa17EkkLU5X6xKU47E80ocdSla/QJSVKPkEmOoN/ezG4fKrb08LPcrNuVVLCjLzQnFPspdCfhLja/tJyBkAg4zgiObWgWqyNDtVqLqj+TjNcdoZfXLybzxaT4jjK2t5IB5hLiiOXXB7RJfV72n196hWRU7MtOxpS2XKvKuSczUROqfebacSUr8L4U7FEEgK5kZyOeI3sbp8WqKyIUJysA1N7de3XRcNh8tHFA8z6uOyhK2SpAWTz29O34x1IsbSSv648DunTTzSn6nJ05yWZ8QfGZZt5xDIHoG0IA9AI5xaW6bXNq7flI09tCWLs9VH0shWzKJdvI3vLx+YhPxHn2wOZGZz8RfG0vQOmyPDhw4KlwuzZFmjzlfmEh7wnGWwgttIIKVuDHxrUCN5UADgwziOKatfDSUusgOYnsO581Ng8zKPPUyaN2Cb1v2bt+zSHJldJUhaicBXWNJr/AACaj0h7LdGmSBnPwHH9kNyde+J256i9WpbV3UubmEr3LVI1meS22r/8tlQbQPQJA9Idqz/aN8RVr2TU7Wqlbl61VipoUyr1GUQt+U2uDxUOgAB3cgFIKviBOST2qvwvFoh4Hseeo1FvVdHS8XNhaWuBDT3TY1/hB1GkmiHqRMDHUlBx/ZDcVbhl1HkXi+3SHlAHug9PwjoBwf8AGRrtr3rTTNOb4kbWqNGelZmZnHWqWW3m222+RCt5GSspHTuYT1645rg0f1kufTGe0Os+eptHm/CYdd8RDzzKkJUhZIyMkK8oo1EeJSz+6OjBeBm0PT5pWYzThnvWtibLnEiyq/QHC3UZJTJSroUkRskjSJuabQhhguKPYCJ61XTi2OKfRen61WRaLdFm3Jp6Tn6a04XAy82rGUnAykgpPTlnv1iu1dAtO9DdN5vVXXOeXI0uUISzKtthc1OOknayygkblq7cwMZJIAJFZlbkJhkb4wbWG91Yq5BUNEwd4d1EDTq0q7O3BLSTtPd2OLA5pPQmOiVWQrh40Wo1ZoMpKtXJW5hLTTj8uHPBbCSpRCTyycDn6xp+lHEtwQ3BctGpFPt+6qZVanOsSUmzP0gL3PuLShAUZdbgA3KGTnA55jL8bl1y799Uiz5dwJlqFT/GWlJwEuvK+yR6IbQf9uLVBBNXYnFSVMZa0XcQRuB/uuI4uxFuGYNLVUr/ABus0EdCTuPlcrFSXGPq+wkImBRppI7Lk8f2ERk0cZ9xvAt3Bp/bVQl+iwlLjSj95KgPwjTuHm07Au5VwVe/pZcxT6c0yzLIEwtoF5e4qOUEHKUpHp8YhXULh7rF4T8j/ADbtSmm5h7wpszr4TKS6CMh0vLx8IxgpG5RyMAxr10vDNPVuo5ogHDrsNdehXA4VDxpU4e3EqeoJaelwXb22I2W0VlvQzX+hzczQ6Z+T90SjKn3ac6UqDiR1U2sfbA+QPoOUQhvKyLkua53LPsq2ahW6kFFKZWnyyn3Op5qCRyHqcCOg+jnARKWvVZO69Sb3mKpUpVXiIk6VuYlkEghSS4r6xYIJHIIyD2iU9tWdalnyRkLWt+QpUuolSkyrCW96j1UogZWo9yrJMcdV4rBRTOZQXdGe/T59QvYMFfik1Gz8VtzB26+Y2BXL/Rf2VmqF7BFW1quCVsuluYUKdIlM3U3fPef5FjljHN09cpTE8dGeEDQTQfwJyybIlXKxLpwms1L/O54csHY4v8AksjIIQEgjrDzghAyeQjnJrl7VaekZ6ftnR6wnZV+UeclnKlcCChaVoUUq2yyTlOCPz1A+aQRGfTxV+NyFkOvfoB5rpaWnqKs5IlP65K7Sbcpb1Xr1XlKdISw3OzM08lptsDuVKwBGqSNz0S7aJKXLbNWl6lS59oPSs3Lr3NPIJxuSfmCPmMRxV1Zv/X7V2TRqPqlVLmqtHdmRLSs3MtLbprTqkqUGmUJAZSShCj8IyQkkkkExND2ZerRrVj1zR+pTQVMW86qqU5CuZ91eV9alPol05+bvqI0K7ht9BRmozhxB1A2HfX4K7VYQaen52a562UntctT5vSuy0TVCpipip1VapdqbclytiUGBlSz0Kzn4Unrz64wYTVar1OuVKYq9Xn3p2dmlb3ph5RUtxXmSfTl8sR0CmaxI+7P0mtU9ifkJsFt+WmUBxtxJ6gpVkGI/wCqfDPTXZd259J51C2ycuUV90eIO58Baj8Xc7VHPkSeR2uDMbw2hHu1Q3I937+9/h8F4V7ReGsZxN3vdK/mRNH5Bpb4/wCb9VHEYPIqGe8GMdfu9YeWzNDbfl6Ki59Xbs/J+WfUfd6aykKnHUjluWDybz2GM+eOkbBfPDlZn8HE7qPpjdU1NStNbLz8tPITlxsc1bVpxhQHPGDnGOXWO4fxXhYqRTZ7km19bX89l5qOA8d9wOImKzAL2Ngbd7bqPOB1xzhwNOtV5+1G/wAmbhl1Vu0ptRROU15W7wkq+0tgn7Ch1xySrocZ3Bv4Onxc+UbNZRQ18RhqG3B+Gy53DsSqsLqG1NK8tcOxPpbt8E1nHJoDTrDrabotdCXaPVG0zUq82nkttY3JV+BiHqkDpnPrHT3ilbYn+FCzZyo4M0iXmWWyrr4SXlhH7I5hqIKldufKPDpYOTI+G/5XEehX2xgdf+JYbDVPGrmg+oul6PNVWm1mRqFBn3pGpS0w25KTTMwWXGXgobFhzlsIODuyMdYntZ9b9oN+VVHp+tlbla3pgXmTXZ+5TTJu35qlHaXlGZIw8C0Tt2qKyrAAKuUQALZwSokGPFzD6mw0p1xSByCSs4/CKUkBcbq1NEHm6k1cV78NWsNvMaY3vfFVsGT09rFWRZtblqGurszlCmptT4lH2kOIcQ62tSi2sHaUKCTgjJ27UXVO1qFpRpNrnoTSPGkbAnqvpZUG7gl0OLrlNXLtzDYm20nAaeRMTn1YJ278BWQcwuWgqGDmPN7oY93Lii0Fbw2T8O7GM46ZwBziE0x3VN0GqeC6uKS6KlZFT0vsayrXsSy620oVOi0eVccROPFxtYfcdmFuOlxPhJSk7sJSVAD4o0G6tW9Vb5oMhat56lXRXaNS9vuchUqs/MS7BSClJS2tRSCEqKQeoScDlGslOSTiKSnHaF5ICOVZIqTntj07RQUwuR6RQRnniGuYmlgSRB7QRXiCI7Jtgk4nz7LWmSD2pkm9NKRlLu74j5c4gQkY5w/XC9rcrSG65epBYSEOBZyfWE7pzRdpW68Q99Oama5XzfKnPEbqdbmPdlecs2rwmPwabbH3Rrdh0kVu76TILQFtGYS66nzbR8ah94SR98TusOY9n/rE4yzcml0jTqpOKKnXJGfmJZJcUck4bcTjJPQRmdeOFvh80WpFFu3S2kz0vUKs8pDS3Ko7MteBsyogOEn9EZz3j1bB+JKOokhoYmOB0A0FtB3uvMOJ8PqMMoZ62QjQE/HXb6pm1ZPPqTD5cLejts6nVqt1C95Vx+i0WXbCmg8tlLjzhVglaCFYSlBOAR9ofKGO5J5kkeRiUumz7Wm/C1Uq+44WZq4Zt5xs9CUJAQP/ANp/GNjiuskpcOLYHZXvIAI38x8l49wFh0eKYy33huZjAXEHY22v8yvbokODK0Ki5LPUB+YcYV9kVWa2Ejtzd5xpl2cY+nGn1ImKRpJalNo5dSUqdl2k+Ir1KupPqecQO1EuarVC45uZ+kHClSzj4o05yamHviedUs+p7RxJo3zACpme8di4kfVe601PSUj81JAxhPUNAPrZOjqRrDXNQqk5OVCcW6p1ZPxKJ55hv3BnJVk5OT5xjGFq37AevOMmysK+rcI3djGrE5rG5W6LqcMdzDdykHwa6dJubU2nTRYC0pfSFlQ7A9fwi39o5ewuriZq1El3iuTtSRlKQ2PzQ54Ydcx97oSfVJhyeBa6KNbt3yn0k8hrKgncpWMZ5ZhrtUOEHi2uy/bkvmY0mnah+UNWm6kXpOoSr6D4zqlgJ+sB2jcAOQ5AdOkVsNkiZiz5qlwaGtsLm29v7KPitk74mRMaSOq2zgu4KrH4hNP6/qHqLc9cpEjT6iadJ/R62WgpSGkLcWtTra9w+sQBjHMK59g405wL8ItLqCmZ7XG53UIVtU2yqWSr+mWyP2Rk7quJzhj4R7V0fTNolLlEs5OVptDyVqamphxby21KScEo8TZkHogCOeM7qldczVXXl1Z4pU7n7Zx1ir75iFfUyvinLWXIAHYJKHAoTTNfIwXsuvCbU0Q4XeGq+NQdCKPLszsrR3iKu6S/OuzChsaU44vJwFrCggYQOeEjJjk1YVsvX/f9AtBU44h2vVNiTcmFncoF1wBSyT1VzJyepieXC3cErrXojd2iFRqzbc5cdIdlpNx5XwomNuWie+AsJz8ogRWKLd2md5zNGrctOUS5bdnQHG3Pgdl5htW5Kge4yApKhyUMEZBjQ4ZY5jqiN7yZehO9raHyBWFj0XJfH4bMHQLuzYendmaP27SbHsO0peTpcs0GMstjcogc3HVH4lrUeZUokkk5jm37Uy0LHtvWG3KnblPlJGqVmjuP1huVQlHilDu1l1aRy3KG9O7GSEDriLqi+1a1nkLXRSqnYFs1KsIaDSKqVvNJcVjCVrYScKUepCVpBPQDpES9TtQb41PveqXnqPU5ibr045smVPt+H4W3klpLfLw0p6BAAxz7mK3D2B19FXGpqnWAv1vc/ZMxPEaaemEcI7dNlNv2StiqfuC+9SZtghqRlpajS7ih8JccJddAPmlKGs+jgjUfaqWIaBrdb9+MsJEpdlF2LWkc1TMorYvP/luy+Pvh8OGXZodwU0KqnaxUbynZmtulPIqS4oIbI/8AJaZ/bGK475E6l8IdB1B8ArnrYrLTq1kZUGHQWXAT+jlTZP8AqCKsVe4cRGqv4S4s+VrfqFbdR3wrKN7XWO9lzqjRKBpdqVR7sqzMpT7Zmma287MKAQzLPNKSo+vxMHzOVAdxEU+LzilqnEhqAqoMIdkrUoilsUSnKPMIz8T7gHLxF4/2U4SD1JaWwKfqlfNTndN9JqPW61O15lv32m0tKleOw04ClT2MJS0lakkqWQkEpyeYib/DV7Lu9mbhkL217rMlIS0l9cxQpFQmHlu/ml1wjwwE9doC8kDPIc79TJh2EV0uISOvI7YdtFVgjqa2nZTNFmjc90twR6OUfSSRl9adQpRpV0VBgmiU91OV05hwfyqkno8tJ5DqhJx9okDZ6rw5a+cRWotYvWdpzdp0Oozag1N1dJRMOMIwhGyWH1g+FI+2EA8iMiJxWvpvZ1o7F0ikN+8pAHvT58V8nz3q5j7sD0jJ3NdFs2dR5i4Lsr9No1MlE7n52fmkS7LQ81LWQkeXMxx54grXVT6mP87tPIdgr1Vw5SYjDHTTAlrTew6n4pp9GOFPT/Saje4zT79yzq3veXZifwG/EIA+BlPwAYSMbtxGOREPS0wwwhLTDKUISNoSgAAD5CIT6xe1K0is73inaW0abvOfbyhMzkysju896hvWPknB8+8Sc0C1YkNbtI7a1Mk22mHKzJoXNyza9wlppPwvNAnnhKwoAnmU4PeKVbR1zW+91bTZ53PdbzMLdh1OxjY8rBoAtW4guLLSLhtZlpe+qjNvVeeaU9JUqRllOvvoB27yo4bQkHupQ74BPKNL4X+OzT7iPrc/aS6a5bNfZUp2RkZuYSv36WH5zahgFY57kYzjmMjpEj2tSgdY7SSO1vqyP/PVEZbt0g1I0ktixtYJd51NJueVZqVJq0itSFSsxjJZUoc0OJKSR2UBkdwOnoOHaGpw9j3vtJJtr17ALo6XCqeala5xs923mu9YO4dc5jjF7RHSb+DDiNqs9Jypbpd4MiuSxSnCA4tRS+kY5ZDiVKx1wsHvEzeCXjwpusbEjpbqlMtSN8NNeFKTiiEs1kJHYctr+Bkp6KwVJ7pDVe1tvKyKhMWXY7KHV3ZR3X5x1Zl1pSzIvtpGAsgJVvW2g/DnHhqzg8oq4BBVYVi4ppW/mBB7Ed/JQ4XFNRVoheN9D5d09tPkpDjL4D5eRVKyyq1OUcIwy2lAarMmftJSn7G9aM7R+a7g8iY5jcO+p09odrdQLycU4yxJzipGqsdPElHPq30KHcgHcM9FoSe0dCfZNz9VmtFbpp8yD7jJXGfcyRgfGw2V4Pf4v7Y0jW/2a1x6jcQFxXVatfpdAsyvvJqbji0qdeamXMmZbbaGMgublglSQPEx2i5S1NPh9RVYbVHwEk999x6FTwTR08s1NKfCb2Us674M3Ktz0q4hxl5AdacQcpWkjKSPMEGGa1NZr0/bNVpFDqC5Wefl1e5vAkBuYAy2o4543AZ9Mw7dBsr8grFodkmsztXFEkG5ET03t8V5LacArCQADjl8gMknJOmz8gh+pIac6FccM4gO8OoB09VzmjTcKJOh9gam63TLlwakViYpFKpZUqfenXfDQxsOFBSjgciCP7IdrUrWqRetVGlWmbbstbLZ2zU46gpeqO30PNtskA4PxHkDjmDkOJSuigzcjpzQGvcKUWU1KoBtJQJybc55JP2koTjkPzlEntDFJKFYCFBQ849X4T4fhljbiFRqTq0dB2PmvEPaRxzVSzPwiiBZGNHH+IjcD4d7b+S9jLWra9avO4JO26BJqmJycWEJGPhbHdaz+alIyST2EbDplpRXdS5uZVKPsyFJp+F1CqTJwzLjyH6aiAcJB+fqprJxAafaEWlO2Zo8yp+ovILVQqyyFTM0ehx2Sj+YnA+/md/GeIWUF4KYZpbdNm/E/bdczwT7O8Q4skbPlLYAdXdwN8v32TZcfupNFpdHo+lFtzrcxLW/KIkfFSQfEWB8a/vUSfvjn8nC1biMRut71W4bydeumrLUpLrhUAo5JBPWNOCTHmHJkYSZdzrr8V9aQYeMPijp2ts1oFvLYLx4bjzhEo5wuUnvFCkwjmJ7mhIlMJKRFwU9YTUn1iu5qhc1IFMUEZhdQhJQ7xE5qgc1IkYikjyhVQJiggiICFEQkiIIqUmCIy1REJGK0OLQdyOsURWkdsxC26aNNlsNrXZVrdq8tUZWeeb8JYJAVy6x0h0J4ydOq9a0hamsFElK/LSKv8395OHGCoYO1WcjMcwO2IuZWcmJchTLy0H0UYtwOLXggkHuDr6ptRTxVkZjnaHA9Dqu0718cGVWk/embUW06U5CGZ1bYz9yoafX7iGo9boUrZ1myrcjRqaz4ErLNqyEp+fc+Z84502neNXZV7u5UXtp81n8IcamVp2bbHiTClZ/SVmOvpoTOGvlkc62wJJt6rjanDYMNLvdImszaEtAH6K9q6PevFeV9oqJjXFKCSUlXSNgn3AllSgY0CuVFUs8SFEAcuuIfUy5DdWsNp3SDKthlloLwO4YP7ou3phtvJ3DIhvfyjAyEuFJHrF1+Ujc2ghCylQHMRDFUtdoSutwyhy+F2icC39TahbE2HZN1aHW1ApIPWHXkuPHUuk076KZqU1sxhWHDiItvTC3lZycjnCRxzJPM9ohnyTHxAH4rsRHG6LI5oKc7ULWu49Q3lvVOZcWVnnvUTDdFRznPeEUHnzyPuit11DKNyvLkPMxpwZQwZeizpomxeSc3SbW2r6b1tmekJpbRaUkk7sCJwUzip4d9bafKN68ac0Wu1GXbS0ioKT4czt7AuJwojryJ7xy6fdWXd6VYyc4ipqdmWlbmphxs8uijGXUsjnl5gNnDqDZYclK2e+YXC68WNqDwL6cVZmuWnpVS2qg0oLZmX1B9xlXYo8XdtI6gjBjVLmtP2fNzzU3Xpm3KvLT068uYe92rTzYLi1FSjjcR1J7RzOkbhqCwAudez0/lDF25XatuTifd2jtuPOJ2Ucl+bFO4H/UVl/hseblvYLdF1OlLjk9catQ7AseUTKW9RWmpGRlkKyltlAwnJPU4HM/fGg8f/EPQbTspPCxpw4xOvNIQm5Z4YUhjbhQlm/NwqwVHltACeZUdrd8GGqdOobs1TZi4XaPOT8m9JsVJpKVuSbq21JS+lK/hUpBUFAHkSOcbbV/Z5WNUiuvI4rZKZZmXTMTa5uhFUy5uO5aiv3k7lkknJHU5OYrUjKSGqzVj7BurRYm7u9wLKpikNSGiOnbp1PZRd4NrtuPSrXuhauMTBlLfo8wqUrTqgQ27KPDa615HAIXz6FCT1xHe6VfampZqZYWFtPIC0KByFJIyCPuMcQ+KivWDYdHltOdLWvDpVNQWvEUfrJhX5zjih1Uo8z/AOwjoR7MjXuY1r4aqbSq7P8AvNwWMv6BnVqVuW4wgf5q4rzJZ2oJPMltRPWOcxZ7qiYzEWB/T4qxBA6CINct1429VdV9F9E5q/tLGKap+Um2mai/NSxfXKy7p2JebTkJyHFNg7goYV05ZjlDTZvW3i81Npdo1e93q5Xao6oSaarP+FLMlKSpXhp+wkhIUcITkgd8R3Gva0aRfloVmzK8wl+nVyQfkJpBHVt1BQceRAPI9QY4N1KUvLh01qdYlnVMXBYtd3y7qgQFrYcygnHVC0gZHQpUR0MdNwi6N8EsUbRzhqCR3/3XV4GY3RvY0DONk93ExwF3Nw4aT0bUOcu9quTDk97nWWZWWKGJLxEjwS2tR3LTvStKlEJyVowkYOXo9lBrU2xP3DoVWpzb7wk1uihasBSkgJmWhnvjYsAdg4e0TMrchavFhw2usS6kCnXzQg6wpfxGUfUjcnOOpbdABx12mOMOn11XNw9a2Uy4J2VdkqzZ1ZLNRk+RUC2stzDPLrlO9Pkc+RizR1MvEGHz0dVrIzUf29NR81LTyvxOkkgnPjapQe1lVu1rtYJH/wB3v/71wzlgaecWXExa9Ese2pKvVOzqKgMSImF+60lgIKhnerCFqBKskblD0iVfGrw5atcUur9oVvSqgtu0R+2pdxVWnXgxJspcWtadyiCpR2qSdqEqVzHKJh8NWklR0K0TtnS2r1xmsTtEbfD04wyW0LU9MOPbUgknCQ6EZPXbnCc4Fc43Hh2GQxxZXSjof3d9VF+IspKKNjLF4+i5O35wNcSmmN8Ui3KZac5XpycQibkqnb/iLYadQQVbnSEllaFY5q29AUk9pmzPBFqNxJWvZFV4pLlZo9z2yy/ITL9E2PzdTkFFCmUvuKT4bTraw5zSHAoOEkAxNmo1Kn0mXVNVCZbZbHdR6+g8zGr1a6JlyW99m55i3KOP/ts4sJed9G0K6DHc8/IHrGJVcTVlVldYNc394b/H1WdPi889iLAjqN1i9PrH030Bs6T05sKmqYlmSpbUq2S9MzLh+04s9VKJxlR5Dl0AEZSer09KOS35QSDUizNqUltXi7vDUBkBw9ASAT1xyMN/VtdbHteWmjaLXvjpG6Zqk+4UNnGcKKlfEsDny+FPPlEN+JziQn9UrWqNhST301Tp5BbmHVDwZNHPILbYwXFJIBCjyBHfmIyoqeetk0uSeqzvFM/xakp4dfePTh60tEzT5e41XbV0ZQJGg7ZhIXnGFvk+EnHfCiR5E8oj5pVrlrzxS36zK2/JS9p2+XPhlJFRcmFI83ZlQBP+wlA+fWIiP2K2iZUl5n4FkD9sTm4ZaK3auhl8VOlJCZ1NK8FCwPiShxaW3CMdPgUrnG/Jw8+BrC46uIHlfRT4rAcKon1rhdrQSfkLqQVb4sLTsCmS1l2vQzd66e2GJiemJkNy61j7RQSlZcGe+AD2MYOicTGkFyz/ALtqJolSJJt4hJnpVtt/HqtJbQoAehV8ojFy6DoOQ+UHccukejw8HYbDFkAcHW/MHEH6afRfKtR7QsYqagzOLcpP5S1pH1F/qnr42LqRpzprLymkErKyNt1hH0gHafnY8paQCvPyAGO2DHNCUrFbuIqqFZU4XVqO1xX54z1joTU2kV/hYr0pWUpW1SKqoSSl88BxG9aU55Y3jdjzUT3jm+5cs5IVF9pwIdQhwpSMYwM+kchQRMwyulhncTlNr73+J+S+uvZxitPWYVDWZeW1w1aBoD9t1sM7SxNUx6VSgFSkHAAxk9v24hsFJOTnlDiyF60tfKZQthR5Z+0P2c/2RpdZTL/ScyqUUFMqcKkFPTB5xoYx7vO2OSFwJ1B/su2xw01Q2OWBwNtCP0WMUmE1J84uFCE1jPSOde1cy5qt1JEUECFiMQmU5PlFZ7VA5qT2bjgDMXspQZ6dwGJdRyM5xGTtShOVmpNy6E5CiAeUTX0V4aWq3KNvPyfwlIySnMVZXCPdRPysFyoPPWbWUJ3KlF4+UY1+hT7A+OWWPujqzO8JdKEuAJRAJT+iI0O4OEGXcCi1LAnHLCRFYzMcqxkYVzUdlHm/tNkQROGvcIc6gqDUkTg/owQ3O0pngUEdoisDvFI6xXEIUNkRUOUUFWO4HziSnDBwK6t8TLP03REM0qgtuBC56Z6K89o7wF4G6XMG7qO8vNlnDiVYUkj74ebSyzr+vx1DFtWvUJwZCd6WVBH49I6YaVezF4c9G5Vq49VK01WZqWAW4ufeDTAI/mkjIi/1N45uD7QGnrtqxpOn1CclvgTL0lgbQfIrAi7TYq6E5QqNWxs7CANVBTUPQnVawKEmrXNbT0vKEArcAyEfOI33TMhalgK5bo7SaW6iWZxnaGVmepVODHjtuSy5VzBU2vB2xxm1bt+ds6+azaU+goeps24wUkY5BRxGi+vFQ0g7qHCYTG45lpu8nvCss+ppzJUcEHdCOMcoqSMxQDnLpGmxus/KzLbg2bskAYPn6wpNOKYl1OADPaMFLuqZcSsAnB5j0jLqnJSeZWwtRbJHIk940Y57sI6rWhqs8Za7Q9FYCoTKhjfjmekXKZkOS4StSisKzjHp1itNPQxLLcKQ8oj4ducCLeXdKFKS9kJwQU9xnuIkglfAbO2Kpyxv0Eh1KTcIJzFIz2hd6WcQjxSBtPl/zyhLERSuLnEpGsy6FKsKKCOcZND25CQeuIxaYXbWfOL9FUGMZXbIlp2y2PVZil3DVaI6HKfMrQQc4Bjc5fWy+EsJlvpV4IAwU7zjENyF9+8KJcx98XGmMuuUroC5vxWSueqT1wbnpt0uqX1GcxIv2YuuP8CfEpKWnV5kN2/qE2miTSir4WZvO6Ud/wD1Pqj5B7cfsxGiWOXPgGTg5EWU4+/TKgxVKdMqlpmVdQ806jkpC0kFKh6ggGKGLUzZ4i9qjqqIPhz9V9Nnb9kcy/ae8O9ZmdRLd1YsW3JyoO3QgUmpy0jLqdcXONJ+pc2pBJK2/g9PCT3VE2uFTWmQ1+0EtHU2VmAuZqEkGKkjPNmeZPhzCCOo+NBUM9UqSRyIh2ChKsfCCRzGR0jlsNxGXCqkTx6kaEd1i0dU6hl5jBeyiv7O6yNatOtFZi0tX7bVR5dqeMzQmn30qmkyzo3LQ62nPhgL5pCju+MgpTtGXck+GjQ6W1Jqeri9PKZN3VVnUvvT84j3jw3EpCQtpC8oaVgc1JAUTnJhxpublZBhc1OTTUuy2Ny3HFBKUgdyTyAiKOt/tLOHfSh+Yods1d2/q8xlKpehKS5KNr8lzZ+q68iGysg8iBA+oqKyofJGLF+4GgSmSapmc+MEF3ZSzDaEJ2JG1I5ADtDQ608U2iWh0r4N76kUiQqjq0NtSKVmZmiVKCd3gt5WEjOSVbQB1McsdcvaHcTGtCHaTQ6ymwred6ydCKkzDwz0dmz9b9zfhpIOCDEZnZFTy1z9RmHJibfJUtx1ZUtaj3JOSYv0vD883il0WtS8O1MwvL4Quxda4hKvUHzP2zTiZhY+pqFQ2uuISR1aa/k2+X+sfXERp1j4kafRag99J1qbuu4nOXgIfKkMd/rXPstgfoJGef2QOYjLb+sd+1i36bYExXFStPkWfBW4xlMxNIBOEuOZztCSkYTjOOe7oF6hTZB6mFiXaQlSSVBQTgk+cb+H8M5/E/YKP8FnbMGOGivLi1KvW+p1M7cVTxKsr3M06XJbl2/5xSD8av5yskZOMRmpGtMTrKUOqSVYwDgAY/fDZSKnZZ0y0x8JBjJLnvckZCylHXAMdLS08dIfA21lM/DhEbtFiFs9dQgk+GgZxkEQ+fC/q/SbTqDtt3IymYpNUYXJzrLqsIWysFKkn7iYjdKXB9IFMqs5WjoSesJ1Ccfk3A5LuKS4nmCDiL1TTx4hCW/8C6KnoYcThNNILtI1Cm9dOglxocVWNOU/lTQJjLkuuUcSqaYSejbrPJRI/SQCDjnjpGJoehmqFYnEMzFqzVIlgfrpyqD3VhlPdRK8FXySFGIxWpxB6iWgkMSFTeDeB9l0jH7Ytb44rdWqoyZKYq02pl0FKVqdJwPI84py4hjVHDks0jbMRr+q8cxb/p+w+OrNQyVwjJ1bp6A9An44q9VLP0/04l9H7IqnvyGVrfn5voZqZXgLXjsBgJSOwSPmefDqi8+t5QJ3EnnGZrlbqlenlzdTmXHXFHOVEmMWUnHPpHNshdmL5Ddx1J+K9Mw7CoMLpmUtOLMaLAeSt8FJykYihfPrC5GISUIVzVaLbJBYEJKELrHIwirEVZBZV3iyRXFABKoVUB5RS2nK0+piq/dQEXTxaAUE1Cuy+5vIUsR1X0np0nbtrtzC20ghsHEc6uFqh+9VSWc2D7QPSOhtZf8AoWyQoHYUt9uXaMisN32WfWG5DVgL84gKTQZ1TBfSnbywDGBpnEZQJ1QD7yDuPUkRDjVmrVWsXK8yw+sguEDafWFLf0+vCYk0TDYeUOvImIjC0BRchtlOuT1UtCqgJW8yPXlBEB69N3faSwVqeAHLGTBDeUEzkhQ7HWK4oBirrDVH0Sa8eRjuN7MbUCl3hwqsUS3G2peq0LxZZ5IHPxeqVHzjhyvnE7fZKa0fkLrPNae1Kd8OQudrDaVHAD6en4xDINVC8Jp9eb94iNT9e6jpPeF9TwmHKuqnsS6ni2wlKlYTkDtjESZpnsfahTtNqtct13wZqvtySpmVl5VP1e8JyASeZjVfauaSTmmWt9H1mtxksMVjY4p1BxtmWzkH74ciZ9sDQ6NpZSaNQrOmalciJBEvNLmDtZDgSAT6wy/ZNOqbn2UOrUzptrZWtGricLLNY3tpaWcBMw2cHl64/bFn7WDRhNjaxy2oFMlQ3T7ma3OEJwPGT1/GGF0dlNaNSuISS1UsSyp1c6/WUz7hlGFBlsKX8Q3Y6YzHUr2k+n0re/Cm7X660hiq0NtmbQVHmleBuT/bEkbsrgpY3BsgK4j5z3zFSYTSYr3YHLnGkDbdaQOiUBzHudvOFKdTqlWJlElSZB+bmF/ZaYbK1H7hGw0PTi6apelKsioyjtHnas+lhozzZbTlXQnMKZGp3MAWAYn1y5BbcIHz5GNjoVmXhfbpctSgVCp7cBfu8upQQfmBiHm1h0J0s0EorVjXvWJyoahz5bWEypxLSyFKGN33HMSEu2xdX7Jo9r21pPWaTY9ny9LZm5ysvuIQqacUkFSsnmYaasjwnZIKogZCdFBSbteeoky5Tq1KzMnOtH42nUFCkn1BizfpRS2pTThOOxiVPFXf+l14W1b8lSq23X70pZ8KqVaVY2Mvpx3Pc5iNaMFOT90btPFHPGNF0VNBFUR7WK14IUjkQQR1itJJjOvSzT6NqkpSeygOYjEOy7jK1BQ5A9cQr4DF5KGSmdAe4VCPtQpCY5H084UyMQrD1CaEtKullzePviQvD1UNHZS3qtJ6hVGhJnKjNBbbdVbCUBpKcZDixtGST+cDyiOoOIqU4sIKBzChzB6Q+UcyMsKSZgliLCuunCBU9L9OZeuUOl1xi3KDUh9KszNNnf8ANzMBKUq2pypsqUgI5BJJ2ARv2ovFVdVHkpuT0hcplentpTLzdwyjjUuhWPtFLKgtwemG/nHEanP1ejzJmqLVp2nvK6uSr62VH5lJGYdWzdfNYKMtKEXi9OtIGQ1PNIeHyyRnH35jAbhEkj1iw4U6WS1k5HExd3FTd8yy/rdqIqo02pPOJlqfT5nwJJO0ZIEsgJGAFAZVuPMZJODDOUy3kyxSog4HaNn1A1WujUqapM5cMtIMOUlt1ttMohSUL8QpKiQpSueEJHXtGLNYYEv4iEEOdAjtHaYNQw00d5RZwXoOCYdTU0d5xZwWQRLSjTG0YUojp5Rr81RJxyd2NufA5zKiMRSzPPNTJmQskk5UD0MZddYlhKl8OAH8455pMbxdDUNs/Sy3pZKasZaTw5fqrdppmkp3tOhPhcyo9SYXl73cU8FLT9V029eXmI1Wo1Nc8s4JSgcgkd/nFkD6kfKKb67KbRCwH1XO1tQyV4bCLAJylzsrOhMw3hYPQjliMXVp9SctOck4yCe8a5Sas5ILAUVKaPVPeNrdlpWsSQIWFpUDsUOx9P3RoMcyvj8P5lbFFBisXg0kC1+l1RTb6gs4CennGwt1lM8Qw44As9D5+kafOyE1TZosvp2qJ+E5+0O0Eq8VuDccLTzTz/ZFCCd9M+xWdRsNFUhw0PULc1NDbkdOsJuSTcy2Wn0EpPaLWjVgTjgk50lLyOSVY+16Rm1NEKAHWOghMVTHdq7iARV0eZu3ULQa1RnZBQcTlTSjhKj/AGGMMsfmnoIdKYlGZllTDyQtKh0MaJXKDM054FKStlf2VDt6GMDEsONOc8Y8P6LlcXwl1KebFq39FhFdIt1xcuJUjqkxbqGTz5RgSFc08a2SSu8IrhVRhJcVJCqr0ke8VyaPEmEI/SUITUcRkKAyH6ky3j84RTcVAd1NjhIoGX5d0J7iJW6x1D6PtNaArGG4ZjhHoaRKy6/DGcA5hzOI5E2mguNy6ScoPIfKMWV2aXVZcrs0yiBQWpes3oS8UkFzuPWJ66ZWBbkxbyCptrIbyfh7xzXlKvUKDc6n1Nq+FzPT1iStncS7tKpYl3HynanEJMwkaImYSPCshxOWjRpNh4S6GknJ5wQzOruspu59TXjFQV2ghrGuA1TGNcBqoKpisdITziKsmIgVXBQocuUbBpzedR08vuh3nSnltzFJnWpgEeSVDI/CMCekJL6w14TXjRd9tXdIbc47+G6gplau3KPTjLM4xOBIUWnMDcPxhrdNPZi8NOjEq3cWqlZarU1L4cWufdDbCSOf2T1iE/AvxCcSUvU/4LLGu9qUt2UZXNzb84neiSYH2lAn+yNu1t134edR5qet+9tVr5rE62HEmelXFNyhdHYIHIpzEIBUQbdTC1A4/OEzh1p67e07kpKpTUuNqJalNJCMjlgqEc9+Kr2hWpPEvTl2mJJFDtwublSrKsrdAPLcYYvSPS1WsGqcpY1FnXG5SZfcWqacHNEsnJK1DzxEi7NneB6ydUJGz6jQq1UhITolX6tML3MuO52qJQfzc5hzdDcp7QGm5UUZWg1ubpExXZamTDtPlFBD8wlB8NsnoCe0ODodo6zrMm5pGUqpl6tR6aufk5fbn3opySkRKOjWHRrf1a1K4cltti3b8p6qlby8YSVbdyNp/ZEc+GFVzWFxN0OjsSbyplFRVTZ1gJ+00TtXuHljnFh0hVl0mgstl0D1GuWi0P8AIHRrTxp6/Jp9Xv1YmG0r93aBI5Z+wB3PpEg9WrcfvXQQ1afu6QuDVLTqYaqs69IpTlDW7m2VJ64jFOUiwNC9a9VtJ7ouBNrovWXL1JrSOaZcLydu4cwMntGqWpqLorwjW/cNKpFzJ1Jr13yy5OdWxlLDTJzgknqYjDi5RZnOWn8ZqFagUCwtfqeorTXqY3KTywc7JpoYwT58ozdG1s0k4gNM6Fp9rpc1Tt6sWy0mWlaiwCtqYZHRKk+cRyn9T7nn7MXp6JvFvifXPMSpAUWlKJOEnr3jU0MlJykY8sRK2PqpWx63Unr/ALy0RtPT9emOj0i7V3Jx0Oz9dnWgFrx0S2Owhmm+hjE0mYaeAbUAHMeXWMugYEdXQMAjBC7LDgBGCEsMdDFZAWNqsED0hJJhQARptAtqtUWI1WOqUsyy2HEYSVHAA7xjs4A5wpUXVKmlgq+ySBFuVCMiR4Mhsufme10hLRZLJPrFYUMYxFuFxWlQIiRr00PS6duQcCLmVdLTqSnlFiFiFpdQU8lO7GSBErXgOFlLFIGuBWzlW7Cs5j0EdxzihIAACDkf2R7kd42g7S66lpNgSqyfhOOsYVT7hUpKyefMiMs4600NzitojGMMKm3VOp+zu556xDM4k2Co1pL3Na06pLcc5j0K9YoeUnxlpQMJzyEeBUQZrGyz8xGhSoVjvGVotbdpj3PKmFH40f8AEesYXeIqDgHQxPHO6Ih7TspIql0DxIw2ITkTEvI1ySSSpK0kZQsdUmMBJWy+5NLEwrw0NE4UPzvLEV2czUEpW8VH3ZXIA91ekbSQrbnHIx1EUMeJMEzxY9fiuzhposVY2pkbZ3X4pvHnQHsOqUlbZKeXoY2ihV9E6pMpOu5dT9hR/P8AT5xrdyt+7VZ4bcJVhY++MYhbhWPCydpzkcjGKyqkopyB0Nj8VzsdbJhtSWjWxsfinTUcDck8+4xCT8u1MsrZdQClWARGMoFYM0yJObcBfSMBX6Q8vnGa2/D0wfKOnimjq47jULuaeSOtizN2I1Cb+5aa7SnPibWtlw/C5GtuEZKQQQOh84d6clJedlFS0y14iF8lD/npGmN2OtNTUh9wGVT8SSDzUPI+scviWESNl/wBdp+i4zGcEmbOOQLtd9PNYKn29NVCUemydiGW1KB/TIHQRhHAUnB7Q8IZbbaDKEJS2lO0ISMADyhpqxLqkqjMSqv9G4QPlnl+yMzFsO9wjY4bnfzWTjWFDD443XuTv5qxVGUtp5LVTZUoD7Q/tjFLPPlGYtmmvT8+jwUfZUI555ubrnrro/wl3HJMy8s064AdoGMxKS8bTp130ot4Qrckc/nEAtDpqet7wHXVkABMSro2riWJNKXJgFQHPpGJO05rtWVUNIfmCb+7OF+Vm5tx+XYSSSTkCG7rPDNUpZKhLNLHLtmJATevlMlVEPuo5deYi4p+uFpT+EuPtYV1yREYe9RCR4CiIrhvrxqKcsKxkZyDBE3qde1kTiw4lyXJPMHIgg5rknOcuFkejrFIPaPYjBsobpUHMULEeA4j3qIcdU+9083CvrZQdF7zqL13SD03QLgkF02opY/lUNq/OT+MOVMWt7PxDz1QVf8AdziHlFaGEMc28nOOnPERLUnJ5nA7xJO2eG7Qu6raptwt8RNLpa1spXPyk23h1pf5wSO8RbKMg9E7mnWn2lWi1zWxr5pxeL9WsWtvO0SdM2kJck1ujb8UNHqPwb6vNanzLNpUJdWodTnFTUjVWFgs+CtW4KUrPLGYq111Y02ouldK4fNGZx+o0eRm/fqjVXBj3t8fojyzDQ07WrVikUb8nqdqBWWKdtKBLomVbQnHQekLqUWNtVNbihYlaRpvY2punVebnLo0tUxS6xMy6gsBYAOCR9pI6fjDO1njfVMy0xV7b0nt+kXfPNFqZrraCXdxGCtI6AmGh081rrNk2pdtoTEoiqSN2S/hvJmFE+G7+sHrDeISOoh7GXUjGrL3Vd9131URV7urc1U5xKdiXZhe5QT5A+UYtDRitI84rGB0iw1gCssjAXqEbR1hUHMJbhFW48/lFkEBWAQFk6KkqnhgHkk5jZAMCMLbrW4vP+WEj7//APIzfwgZURHQYcLQ6rpsMYfdwe69TGOqNVLe6XZwTjBV+6Fp6ook2lcgVn7KT29TGuqeU4srWeZ5mErKrKMjCmV1YGf4UZ1SpWVKyYq3CEN8e78xnB3VZOcpcK+Ue78dxCAVFLjhxEnMsE7mW1Um/Z/8O9u8S2uqbfvdLz9sUCRXVqnLsuFtU1hSUNMFafiQlS1ZUUkK2pIBGQR1bubhh4HzMS1nXDpjppTp9cuFS8oEy8lOqZyQFIKFIdIzn4geueeYiD7Fi096tTb7dYIwZCkNLPQ8lurSPl8H4iIv8cxrOt/HjdVqW2yqeqU9W5G1aWwpeE+MhDUslIJ5JSXdxJ6DcomMOaV80xGa1lhyyPllPitZdGrm9lvwt3OBNWo/cluDGUpptX95aV5Z95DqiPkoQ0N0eyDfQlw2XrMhairKEVOmbcDPQqbWc/PaPlEY5jhP9oLoUw/U6XTLrakKWwuYMzQK94zbTaBk/VocCjgAnkgw7ns7OKniX1J4i6Hpzc+ps/cdsuSM/NVJiopbfWlpthRQtLpHiJIdLI+1j4jkGLMdRWQs5kctwOiux1dbDHzI5bgdFFviQ0G1B4dL1RZF/SjHiPM+9SM7KrK5adlycb0EgEEEYUkgEHHUEEtxTptliXdVuAcGSMnry5ftjoD7ZW4ZZy79N7WabT7xLU+dnnF9SELcQgJP9An745yhcbdDXPmYJX7la9DiEk7RM/dXPi5UTB4mTCG4x6FxbD76qYSK43xUFhQ54EWwcHrHu71h4kS51kpaqz8kkJlp1xA8grl+EZiUvmfaARNNtvgd8bT+zl+yNV3esBWB3MWYq+aE3Y5WoMQqKe3KeR+notguGtStYLMwyyW3EpKFhRz8un3xTKEGWQoYz3xGA3jzMZKRnmWpdSXXOecgekKaoyyZ37lSRVhlnMkx3WTDim8KRkEHORG00SvJm0plZheH+iVfp/8AvDfzFWWT9UOXmesZu1qdO1N8Tc0lSZRB5K6ZPkIu0FXI2cNh1utfDsSc2pDINb6fCycAjYR0+4whMjPxAAEwqCnAG4cvMwg+sEkCOzdcCy76R3hKt1HuTDe37LeFU0TGD9egEn1HL+zEOCvvGsX3J+8UtuZSnJYcAJ8kq5f24jAx2Dm0byNxr91ynENPz6J1t26/f6Ju87iD6w6ekknLzM6gOYyVQ1ryFMubMjI64jbrErrlKnkLC9oCsx5xITlsvMe6lrMOfQ9LDsrywntGovaozkm4tpbiwkcouLfu+SrMihiZeSdycRi7msluebL0nn4snlFDzVfTqtPvDUucmCoy8woE57xrFNv260ub2n3cZjIN2BOuTxbeCsbu4jfKbZFOkGEmYSgHHlDXEJji1a1J6x3XTUgl57lBG5fkDS6qkIZ2fcIIhNlCbKGOB5x6D6x1q/i1uHL/ALN1j+u3v3QD2a3Dln/4brH9ePfujx79tfCP8139JVv8Drf4R6rkvy84OXnHWr+LX4c+9uVgf78e/dB/FscOX/Z6r/149+6D9tnCP8139JS/glb/AAj1C5KEAjkY82rPbn5x1s/i1uHXr+TtWx/449+6AezZ4dP+z1XP++3v3Qn7a+EL/wDzO/pKPwOsPQeoXJdKDjKsn9sVbR/yI6zn2bPDr3t6sj5Vx790A9m1w7j7NvVkj/xx790P/bbwgNOa7+kpwwSsH7o9QuTSUDrn9kVjlHWM+zb4d/8AqGsA+X049+6Aezc4d+1BrBP/AI29+6Hj238Hj/uu/pKkGD1Y/dHqFyeBxHoPzjrB/FucPP51ArI/349+6D+Lc4efzaBWT/vx790OHtx4Q/mu/pKcMJrP4R6hcoQfQ/hFXP1jq7/Fu8PA60GtD0+m3v3Qfxb/AA8f9RVj+u3v3Qp9uPB/WZ39JS/hVX/D9QuZlAZ2yIUTjeonpBV6iqTR4bK0+ISO3QecdQ5f2fWg8sylhqh1XYjpmsvZ/si1mfZ08P026p5+iVcqV/329+6NZ3t/4NZAGRzPv/oWw6OoFM2KJuvmFyjemHZl0vvr3LVzPrHoUD0jqt/FwcPP/UVZ+6tvfuhGd9nZw9ybCnvyerJAHL/pt3r+EUI/blwhI8NEz7n/AClZYw6s1JaPVcsR849Co3HWu2qBZWrt32lbCXUUmkVaYk5NLrhcWG0KxgqPM/ONKBEevxTiWMSN2NjrvqqQfm2S2cd4RecIEe7s9IQfUYke/wAKSR9mrtf7Je1EWlwg/lZMkbrortSqxVjGGmSmVA+WZVZ/2jHOPQzVeyGeOqn6x6lXA3I0Bu6qhV3p5TSnEjd4xYJ2gnG4tnOO0dPfZu6o6a6j8J1q2BQqrKpq1u096kVmlB0ImGnPEcKnQnqUOBe8LHLKiDhQIDVXf7GLRmqPOzFl6nXTQSofVMvtMzjTZ7dQlZH+12jGY9rXHP1WO17Q45uqd/X7jL4e6xw3ah1Cw9Y7bqdQmLdnJSUlWJ8NzTjrzZaTsaVhZIK88hyxmIeexasxFQ1U1C1BdQomi0CWpDRwduZt/wARWPUCTT8gr1iwvP2MGtdL+ssTVSz6+kc1JqDUzTXD/qhKX0k/NSYmJ7N/hZ1A4YdN7lp+pzNPZrtfq4mPDk5kPpRLtthCMrHI5O447A9oCWNjIad0XaIyGlQI9qrdyLi4u6lRGpkratmi0+nqbzkJdW2ZlRHzS+jPyiIQXDj8UF7O6hcSOpt3LfS+3O3PUG5ZxKsgyzLpZY59/qmm4bILxzzG9SeCFrVuUngia1L7493/AChAOZj3f6xcEit50uFR74nzi33+se7vSHiRLnS/ifOArz5whu9IN3pC8xGdLb8R5v5/8MwiVgdYN/cGG8zVHMV9T3pRE42qoBz3dJysIxuI++HEp1z2460hmVm0MJSMJQv4cenlDVleTlWDApxKue3n5kxdocWfh7jkAN++6vYbjEuGEmMA377p7W3WnEBxKwtJ6FKgQY8UCT0A9M84ZeWqc7Jq3ys04yod0KI/sjMyl+1yWGX3W5hCeXxo+L8RHQQ8UwuFp2keVj/uumg4vgfpOwjy1TlHB84QrUmmYpczLDmp1opTy6KxyP44jWJLUemOnZPybzJ/SbIUP+H/ABjNylxUSfAMrUWlZGNqjtI/HEaIxGirWGNkg1FtdP1WqzFaGvY6OOQEuFu36pp0BSnsqGVZ+LnDj2laQnmkupIKiB0jQrkY+ja9NMIGB4m5OOhSeY/YRG92BejVOUht1YwCBzMeYVAdG4x9jZeVzAxOdGdwbLb5egVikTKUteIEg55d4d2y/eZiSS1O+XeNXkrwos2yHHloKjjuOUKzuotJpbBQytIOOoVFBxJVNxJW/P0qRbUp1Lac4hotSa9N01Sm5UqIHLlGQo2p7E8/4S3kkKOOsX1at+UuXavKSpfPlEZ0UZ03WO0ouGcmXAqa3KHTBgjfbHsRmlS/igJG3nzgiMuUZcF0qwPKDkPzQYIM47ZPaPy5G69HKg3r3xJXzZPEpftHpN5TEpb1i6fPVBdPSE+C5VHmEolVLyM58WeljgH80RotncR+t0twLXpq5cWodTeuKZulmj0WfdQ2FstpDC1eHhOMHc6Dkdj5QxPEbd1QurWHXJVOSlx6rVv6N5cyqRpu9az6DEowr7sRu2raTZ3s7dJLbeCg7ctbmao9jllPiPrQfX4FNiPtJnC2H0uGYXTOgYZJHwB3hFyGM5j+mt7EHuN1wxq3vlleHGwDvqbBPDbWt2uE/rroDpo9f9QcZrFsSVWuVAQ2ffHXVzDxK8JyB4SGhyx1jQdWdeuKSs6oaz1TTHVhylWvplOKL8q74ZSlCXvdw20C0reouIWcKIHJXOLzhUuuhav8a8tfNBYmpeg2tZzUu0maSA423KybUtuwCQPiyrr39Yj7SdYaTO6YatWy5LzTV0arXNTplL61JblGZduZdeWHHlKATlb2DnljmSMRLh2A04xE3o4y9kUIcCxtgZJXF5tbdrAdfhbZJLO7lizzqT6Bv3Uudf8AiY1jk+FbRe7KBcjlCve+ZpCpqYlWm0+O2htaCdpSQlK1OMrIAwCeUWGot9cYXCxpFVbl1L1UpdxV+6ZiVplvlk+OKd8K1vvbHGG0lzAQkA7k5OSDgA6jxrTFH0sqXDvp3XFrm6bZFGk3Z4y2FF3wiy24Ug4yVeASOeOcbRx33jK6xN8PtOoDEwy3eky1VpNh/AWhqZUwhveByBwsco53DMOgY3D4I6OM008k73uLASGse57Gg7gWA0/h0VmSUnmOznM0NA1PUWKxWj178ZtQ1PvPQCY1XYqVxTdrs1OVnp51RYpsy83LPpUlzwStBDbykFAQU7x06KijhjuTjU1j1XqtDXri29SNP61Ks3Il9aUpm2feHErQwUsEq3JYdxu2ciPlE0qdolptplfN267SjVQ+m6lT1+/vPzO5pLDSAcNowNgCWkjqekRK4CtRLW0g0AvvXPUd2bZYr93pk3nZaWU848pLSVJKUDmRvmHflgxmRcR0mN4VX1uDUMZfaFjRym3MrwQ+w7ADS3mpjTSQTRxzPNvEd+g2un749tWLn0f0CduWyq89R63PViSp0pNsJTuSVb3VgBQI5oZUOneLDhUsTi1pVdF3696ryFxW/UqGFSNMYeUp5madWytK3B4CAClsOJOFK5q++I6cf/EBY+semumf5KqqLtv1CvTszNF6WLDx91Q038KFHJ5TLmD5iJQ6XcZekuqdgXdcNoGekHrGpK56blqkwlspaS2soWkpJBTlBB7j7xHOTYFi2EcFQU8FC0yTPkbK5zAXMBcGt13brcfBTiohmrnOc+waBbXQ6Jg5fif1Nu/2g7OmdAvOcZsiXrqqUaW2lsNOiWllB4kkbiFPNrV16ERi+J26eMmxeIWjWRb2s8vJympFZLFtSUo5uRIsLmENNiYKmMoALgyU7+SVfey3B7R5xziy0ruypvKdmbuVV67g88NhM+zkk8yfElnT8sRJnVRZvj2nGndBbcDrNoURp59vs24ETMyDjsT4zP3Yj0Gtw+h4ex2KmjgiMUVE5zszGm5jJAO25duTqRoqDJJamnLy43LwBY23/wBk3fEtWOOPh1tSgXTcevUpMS046ilLTTni687NFLjqnClyWQAgBO3IOeScjnDr31cPErw68I13XPqvqa1Vr2n6hKM0adlHdxk23lNJ2fG0j4wA8ojafnGN9omr8rNUNB9KUJDjNWrzkxNs4zlC35ZpBI8gkv8A7Y2P2gkyq76zoxoqw34huu725+ZSo8vDYCW8EdeYmXP6MYVFXsxqnwWOppYWuqHSSyZY2jwQkuAHYHLr3BU72ch05Y46WAuepWjcId/8SlX4pqnpdq5qfM1yXtqgLqk9LNqSqXLjrcv4aFHw0KKke9AEdApBxnAJnPX3QmVShRwlbraMntlQ5xCzgRUq7OI3iA1J3h6XmauuTlHc5AZVNvKSkHyCG2gPQCJWayXCm2NPLnuL4s0S3qtUxg4JWxJPOtgepWlAHqY47jemgr+O6Whp4msFoWkNAAu6zjoP9X0WhhryygdKTf8ANv8AD/8AFxFviuJuS97huBLxdFTqs3NpXknclx5Shz+RjB7vWEUnCRz6ARWFR9vRu8IHZc4x1gld2BGZse1Zu/L1oVlSDqGpivVKWprbi/soU84lAJ/pRgcwtIz8/TZ6XqFMmXGJuUdTMsOt53NrQQoLHyIB+6CR3h0SSOJboptal3bwccLGptV0Tk+GWpXhM2041I1i5Z26Z2RnpqZCEuLWwGVBLIBVhJTjOAehzGN1Z4ibq0mkbV1K4UuLi9HqBdcusvWdcFYVU5+3XmlFKm3GpjxGy0VBQSopBVtB+MEEVK4muGniqkJKjcXtjTVsXs22iUTqNa7eHHNo2oXOSxCvET03clEc9mzOBpv+QneY4raHw3t3HIzNOr8m3XpK5ZVIcYeoagtXvqUbuv1a0bc43jrtOYota0G791ntDL3ct2tL2ufFnQCy3cLtqXK2jk4qbpXu7q+XXcwpCR58kfhG1X/7YfWa77JnbatuwKFbVUn2Vy6qsxMOvuMIUMFTSFYAXgnCiTg4IHKG6q2rvAHTKs/pfI8M9TqVnsuGTVfCLhfTXXVAlBnW2yPCwcbw2QEHoUDpFeuXBVZ+nesekejVh39PVub1JAmF1N1ttTCZV+aUiUcabSEqyWAFLBJG77JAiRvKvdwThyr3IUUPEcUtS1qUpSyVKJPMk8yT6xUFesZzU21ZbT3Um67FlKr9JtW1Wp2kJnQ14YmPd31NFwJycBRQSBnoYzGpOi+oWlF0UizLpo6V1ivUuUrEjLSLnvK3GJnd4Q2oG7edp+DGenmDGm2cCwWoyZgAC0zdHoV6xtNzaM6yWZSk168tI71oFMUQBO1S35uUlyT0AcdbSn9saeF8gcHnyHKJGzNOoKkEwOxS+fWDPrCG8c/Q4irdgZJ6xIJLp4kult3rBu9YR3+seeIPOF5l0CQHqlSoZg3/APOYRKxBvEN5iQyJUrx0MUleesJFeDFJWTCGTTVMMl0opfrFJWfOEyYp3GIi9ML0oXD3P7YoLiumT+MUKVFJXjvETn33UReq3HSpW5ZKj5mPW5lTSgtJI+RhEqz0hMn0iIyapjpNVmmLmqEuMJeOPnFE1ctSmc731lPlmMOVecUFWekMdIVG6YrOUu5JunvhYdUBkHqYdG1tWFIcQy69lWR3hj9xHPELykyth5LqVbdpzERfcqPmZtFOG3tQkTFJOHUj4YIjBR9QnJORDJeVkiCGFC7tQjOTSJGUfnnf5OWbW8v/AFUpJP8AZC2D/wAiMRd9Hm7htWsW/JTKJaYqci/JtPLQVJbU42pIUQOoGcx+YVG2N1RG2U2aXC57C+v0XpDycpy7rirT2H6hZOsmqNQfWpycm5ejyzuftzE3PCYcPzLMq4D6LUIk/rxbbdQuXhF0MDfiyqZWnOzsscKBZddl0qUoHsENvH8YcaV9nZVJLRGV0ml9Q5ATarqTcVQnvo1e2YbQz4TTIRvyNoLhySftnlDsXTwu1G4+Jqy9eDdUmzTbMo6KXLUlUmorX4aJgJVvCsABb+7oeScR9X4h7RuH6qtieyqGSLnFujt+W2OPp1JeR262XHx4bOyM+HU5b+pJ/sop6G1Gnyt2cW+qdJlWZBqjUifpsiJdCW22C+4+lspSn4R8UsnAx/bDL1akI/yXdHLKRIpROXzelTni+EJ37GyxLN8+uD46uX83n2icFk8DtwWnoPqPpM9qHITVZ1CqDU1M1ZMgtLbTSSlW0t7sqO7xD1H241nR32cM1Zd625dWo+rz9zU60ng/SqO1KrQy26Fb04U44oIRv+IpSkbjg5EJB7QOHKeeprXVmrXMyABxLwyEsFtNi9xOvb4pThtS5rIgzTW+2lzf9Fhb2oknf/tLrOtCdpzE/SLVt9C5iVmGkuNJCJR51O5ChggrWyMEeUVa+MU+4/aF6R2VLS7LNPtKlNVUMNpCG2TLCYm9gSMAJCZZrl5co2LVzgQ1QvzW65dZ7S14/JObrriUoElLzDb7TCWm2w2p1t1JUCGk57HlFGrHAFfd43Dbt8Wdre/TLjkLdk6BVp+ZD5em1NS3gOzCXUr3kuoJCkq65Pxc+WZR8RcOe8UlS/EQMtMYsuV/ge4Elx0te5toOikfS1WVzRHu699Nh0/urK1uJK+NVeDDW/U6+J6V8GXVULdpHusqGNjbrDbac4OSombRz7YhzfZ92rL03hRtZE9JMP8A0m/N1Eh1sKBK3lBJwf5qU8/SK6nwdsynCirhptC7G5Ncy62/O1eZlSozDpeDrii2lXLJSgAZOAkAk9YeLR7T9rSfS+2tOUTgmjQJBEmp9CNgdUOalAHOMknlHn/FPEODPwSpo8FcGiWpzNaAQRGxga12w3df4rSpaaczsfOL2Zb5k3UP+J2nSd3ceGjGn0vJS6pGnMtTL0qG0htO55xxxRSBg5S2jr2ERnqN9SVDs3iPu2hoZYZv+6W7fpglkhKG5d2cmZt7aBy2FlpKMD9YImNxBcD1+aya1zOrluayt2q6uUZlGEy8q8ZhlCG9isOIcT9oFWcY5HEYlj2bNOpslZNClNQGpulW/VjWa77zIKDlVmFKbBSlIWQ2gNthICio81EnniPS+HONOGcKwmlhqKwFwjYHMs42c1zpHXNrXLiGj7LLqaGqlleWMtqdfkAPumQ4arysu9uMzROVsYTKqba9mO0VxT7HhKXNNU2eW8vbz5Fx0nPcmHa0P2Xt7SPVO68kot+SelEnPL6sMywOfLCP2w9jHCq1JcV0hxFUep0mnUin0tcimhytP8E71Sy2S5vSQnmXM/ZzjlHvDxwxVTRbUfUHUWuXdJ1ucvaYLzYZlVMmXQXVuKQSond1RzGPsxh8Scc4JicFTVUstnvpBE1puTmfIXPbe1rgb9OynpqGoYWNeNn3PkBZMprARe/tMtPKA2tTiLXpMu48kpyEkB+Y5fc6j8IyOp1YRd/Hi1PtFLtP0dsmcrc2c7ktvBpa0AdgvxHmfuT6Q6COFqvN8Tdx8RKrzky5UqRMU+lyQlV7pRxcuGW3FL3YUE4JwADzEWGl/Bq/ptplqBQF6jO1y99RJNctP3HPy61bAUqSlISVqWoDeoklWVEjpgRnwcS4HTwU7hUjPFSsgaLHR0h/xXHT9wet9FIaWoc5wyaF5cfkNPUrRPZaUfw9JLrusp+Os3EpOcdm208v/XDn8dNZnqVw4X2ac4ETM7Iy1NR6iYnWEOD72Q8PvjcOGLRBfD1pHJabvVdiqTLE1MTb84ywppLq3F5B2kkjCQlPXtDJe0briJLSKUpBdIVUa/L4Rn7SWmXlHPnzWk/PEM4bmg4u9qramE5ojISD0ysbZp18grsUHKw8Qu0NrH5nVcuxQKn+qR/TEKJt6qHkGkf0xGwJf/nQqJj1zH3U3DqfuVVbhNP3P/Pktb/J2qDq23/TEOtw0anr0H1FXcdxWHS7styqyD9HrdLm0oUt2TeTtcUwtQPhugdCOqStJxuyNPD/ACxmKVLCic94c7C6cj8xTnYPTkWBP/PkpFTWhvAHcVdF3UjiNvC2rcW57w9a05bKpiooSDlTDU2lYRz+ylSkKIHUqMOHp/xQ2JeHG1SroqTTln6ds2YvTaiTc26gOSEl4aw1MzCycJJcdWoqJwkKTuOAVRDAKwcgnPTMUrVyxnPOK7sHhIvmN1VOBQgXzFPWn2bXFU1fYtCo2Q3KUdEwUO3O7NtClolQecz4m7O3b8QSQFekSnnaNS2/ag2XZtOKZqi6T2m1T5Fh1aSsqkaQ440lI7ryW1Y9Ce0Q80HvCoTeqNhWxemolSkbNlLgkJial5uqOiQZaZeDvxNqVsA+DHTlmMrqtrncUpxZXjrfp9XAxPS90zr9InWyHErlkOKZaODyUlbKUgjoQoiKP4cS8sJ6FZ/4US8xk9Cmptqy7q1K1eptGbknJ2o3PcKGygqyt1x6YyvPz3KJ9MmJW6y2frPqzx3X5c+iVwy9usaYmWkzcc7UESMpQ5aRlW5Z1S3l8kpK0vkg5yFK7RhbW9oFctqXvTr2p+hWl1OqDU0l6ozlGpBkp2faJJca8dSnUs+Jk71NtgkEjoYw+kXEdYc9U9WLS15ptYZtXWN0TNQnqIoLnKXNImjMtLQFD6xAWfiGOZHNJBICPpXAXAIsPPzTX0TgL2IsPPzUk+FK2NV5nWmTpt+cbVj6i23Py02qs2yxXlVgVOW8BW5JaUkoQlJKVFRIwE+uCyPC3a+htB0D131v1X06buS201in0m26WtwNTPiBTroZS/glrel+WC1JGQlCuvSM7pfdXBhoVQdSa7plqxdFw3tPWZVJKgTlWpHuDEs+834aGm0kblvKUoK3H4NqD0PItxdd2W5QeA2xNPaVXJBdauS9p+v1aSlphC3mWJdrwWg8gEqRu3tEbgM7OWcGI46VpfYXsSOlvNRR0jXPyi9iR09UtJWXp7xcVyXnLM0joOhlq2FT5ipXvX5aoOTrCZJSkiXAbUE5fJQ6lI/OJUScJAi6onDhwja1TxsHh/1cvynX28hxVMavGUljIVlbaFLLDamEIVLrUEkpKysctuMkRunBRd90scN2uNraSyVNqeoLDlOrcvSp2QbnPpCmNrSiYQlhwKS9tTu5YOC4gcioGMBp7xN1tV2C6qhwX2LWKnYi0VeZmKLR5qkTNMUwQsOulkqabwQDhTXYwpZZzmtvodNU50Fnuay+h01UQ6ja1fpM/NUmpSJYm5J5cu+2ojKHEKKVA/Igxamj1IdWh+Ijd74u6Yvi8a7es1KolHa7UZioLYSrcGi64pZSDgZA3YzgfIRgTMY75jYbTxuYC4m63GUEWUFxN1hDSKgP9GP6QihVMnhy8Mf0ozSpjMJKfP6UNdBENiUx1FD3KxBps7+h/wCqKTTpvuj9ojKKdPnCanvNUQGKMbKA0kY6lYwyEyOqR+MUmRmB2H4iMgt5PXlCK3hk9IhcxvdQOp4mqyMo/joPxEUGVe8s/fF2pwHI5QiV4iBwaFXdCwbK3Mu8PzYTUy702xcKXFBcx0MQusoHRt7q3U053BigtqHUYhdTh/SMIrWT1MQuKgc1oSZB8485gx6T5R4T5xGSoSAgKWPzjBFJVBCXTPmukn8avp//APTK7/60lf8ACj0e1W0+z/8ALK8P6zlP8KOau70j3PkY86/Zbwj/AOk31d91f/Gq/wDmH6fZdKj7VbT9XI6Z3h8vpOU/woB7VbT/AAD/AAY3h/Wcp/hRzWj0KIhR7LeEDvRN9XfdO/GK3+YfoulA9qnp+Dy0xvAZ/wC85T/Cise1RsPnjTG7jn/vSU/wo5rb/URUlznyMOHss4QP/hN9XfdOGMVp0Mh+i6Tn2p9iKwDphdwx51SU/wAKKj7U2xDgnTK7uXT/AKTlP8OObIdisOA9SIcPZXwd/wCk31d91K3FqvbmH6fZdJD7U2xTzVpndvPlzqcp/hR6PalWIRj+DO7f60lf8KObwXmKgvEP/ZXwdt7k31d91K3E6q1uYfoukI9qTY3IfwaXby7/AEpK5/8A4o9HtRrF/wDpndn9aSv+FHOAOYipLmYlHso4NOhom+rvunjE6k/9z9Psujw9qHYquZ0zuw/70lf8KKh7UCxzyGmt2c/+85X/AAo5whyKg8R3/bDx7J+DB/4TfV33UgxGc6F5+n2XR0e0/sjPPTa6v6zlf8KKv4z2x1Ek6a3V/Wcr/hRzkS/5xUHx2hw9k3BZGtE31d91IK+f+Yfp9l0a/jO7IP8A+HN1D0+k5X/ChgeKXinpXEFJ0OmUS2ahSWaXMPzby56bbeW8taUpAAbQkBKQk8zkkq7Y5xl8cZ6xWH/URs4JwHw1w7Viuw2layQAgEE3sfMlOdWvkFnvv6LIpfisPxjRMDzir3j1juRUW6qQVI7rJiYj0TB84xgfirxokFV8U9tV8Vkg/wA+sel7MY3xo98c+f7YcKlO96HdX5cwevODxccosPGg8YwnvDb6pPeGq+U4Ohz+MUFSR2EWnjx4XoQzApDUNV0VJznEeKc5HkItC+R1MeGY9RDDMOqYZws7al43VYFxyN32TXp2i1unLLkpPSbpbdaJBScEdiCQQeRBIOQTDv3vxx8VGotqu2ZdGrNSXS5lnwJxMmyzKOTaCMFLjjSEqKSMhSQQFAkEEHEMCXwe8UGY9YgPLLsxVV5hc7M7dX/igDvmKVPZixMx6xQX/WHuqel1IaoAWCvVPxQp8Y5xZKez3iguj0iMz36qE1V1dqmQe8JqfJ7xbeJFBc8oiMqhdUE9Uup71igu8oRLkJqd54EQOmUDpu5S5WYoU7FuXfWKFu5iIyXUDpgl1OwmpyECuPPE9YiL7qu6W6UK4oKucJlUeZMRlyiMl1WVRSVRSTiPN3pDb3TC5elXOCKYIS6bdEAOIIIYkXpV5R5kwQQIRkx7uPnHkEF0KoLPePN6o8gguluVVvP6Ue+Mv9NUUQQIzFV+M5+mY9Dzg/PVCcELmKMx7pTx3P01QeO5+mqE4ILnujMe6V95dH56vxg96e/TV+MJQQZj3S53d0t709+sV+MHvT36xX4wjBC53d0Z3d0t709+tMHvb/61X4wjBBnd3Rnd3S4nHx/pVfjB77MfrlfjCEEGZ3dLzH90v74/+vX+MHvr/wCuX+MIQQZ3d0cx/dL++zHZ5f4we+zP65f4whBBnd3RzHd1ce/TP69f4mPPfH/1y/xhCCDO7ujmP7pf3t/9ev8AGPDNvfrlfjCMEGd3dJnd3S3vb361UHvT36xX4wjBC53d0Z3d0t709+sV+MeGZeP+kV+MJQQmd3dGd3dK+8O93FfjB7w5+mr8YSghMx7ozu7pTx3P01QeO5+mr8YTggzFGY91WXVnqs/fHniHzMUwQZikuVV4ivOPN6o8gguUXK9Kj5x5k+cEEJdIjJgyYIILoRnMEEECEQQQQt0IggghEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQv/9k=" alt="accrual vs deferral" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="392" height="294" /></p> <p>An offsetting liability is set up on the balance sheet that will disappear once the expense has been paid. Examples of accrued expenses include accounting and tax fees for year-end work and utilities. Generally accepted accounting principles are a collection of rules for measuring, valuing and accounting for financial transactions in a company.</p> <p>As the services are provided, these transactions will move to the income statement, where they will be reported as Insurance Revenues. Let’s assume a company made a payment for their insurance which covers them for 6 months into the future. The amount that was made will be added to the current assets recorded as Prepaid Insurance or Prepaid Expenses. However, the amount that expires within the accounting period would be reported as an Insurance Expense.</p> <p>The end result is to recognize the revenue in the income statement before the money is actually received. When compared to traditional cash accounting, accrual accounting is preferred because it gives business owners and financial staff the most accurate look at the business’s revenue and expenses. Deferral accounting allows you to keep better track of transactions in progress.</p> <p>In accounting, deferrals and accrual are essential in properly matching revenue and expenses. Grouch receives a $3,000 advance payment from a customer for services that have not yet been performed.</p> <h2>Accruals Versus Cash Flows</h2> <p>Concern expenses and revenue that are paid in advance but not yet provided. If you pay for an insurance policy in advance covering your business for six months, this expense will not be counted as an expense until at the end of the insurance policy. As briefly mentioned earlier, accruals are financial transactions that are recognized when they occur. With accruals, you must get used to the idea of recording transactions before paying or receiving any money.</p> <div> <div> <h3>Why do you accrue in accounting?</h3> </div> <div> <div> <p>In short, accruals allow expenses to be reported when incurred, not paid, and income to be reported when it is earned, not received. &#8230; This accrual would charge the appropriate 33-digit expense coding and would credit the balance sheet Accounts Payable liability.</p> </div> </div> </div> <p>Learn accounting fundamentals and how to read financial statements with CFI’s free online accounting classes. A company earned interest revenue from the bank on its checking account and had not yet recorded it. The subject will be covered more in the lesson on fixed assets and depreciation. They decide to use the straight line method, with a salvage value of $2,000. DateAccountDebitCreditMar-31Installation Expense$750Accounts Payable$750To accrue installation expense at end of month.The following month when the company pays the installer, they will record the payment, as follows.</p> <p>The receipt of payment doesn’t impact when the revenue is earned using this method. When the products are delivered, you would record it by debiting deferred revenue by $10,000 and crediting earned revenue by $10,000. For example, you’re liable to pay for the electricity you used in December, but you won’t receive the bill until January. You would recognize the expense in December and then when payment is made in January, you would credit the account as an accrued expense payable. An adjusted trial balance shows the balances of all accounts, including those that have been adjusted, at the end of an accounting period.</p> <p>The paid-out money should be reported at a later date, but that the money was received before it could be reported. Accrual accounting utilizes both expense and revenues of a company to denote its financial position. These accounting records are what occurred either as revenues or as expenses and therefore must be shown in a company’s income statement and balance sheet.</p> <p>A company&#8217;s net income will increase when revenues are accrued or when expenses are deferred and decrease when revenues are deferred or when expenses are accrued. The purpose of adjusting entries is to allocate revenue and expenses among accounting periods in accordance with the realization and matching principles. Accrual and Deferral are a part of those types of accounting adjustment entries where there is a time lag in the reporting and realization of income and expense. Accrual occurs before a payment or a receipt and deferral occur after a payment or a receipt. Encumbrances are used to record obligations for goods and services which will be provided in future fiscal periods. If the goods have been received or the service completed as of June 30th, and the invoice will not be processed until the next fiscal year, the expensemustbe accrued (if over $10,000) on anAuxiliary Voucher document.</p> "

accrual vs deferral

The second type is the revenue accrual which refers to the reporting of a transaction that occurred as revenue and the asset that it occurred against. These revenues are reported during the period they were earned, which means this is before the money was received or the invoice was processed. According to Investopedia, deferred revenue is the same as unearned revenue, where the money is received for a service or product that has not yet been provided.

Deferred expenses are those expenses for which the payment is made, but the company is yet to incur the expense. Accrued expenses, on the other hand, are those expenses that are incurred but are yet to be paid. Deferred income, on the other hand, is the revenue that a company gets in advance. For example, a customer pays money in advance for an order with a delivery date in January. Deferral is just the opposite of accrual and occurs before the due date of the expense or revenue. Accrued Income are the transactions for which the company is already due to get the payment, but has not got the payment yet. In such a case, the company classifies the payment as accrued incomes for the financial year in which it is due.

Accrued expenses affect an expense and a liability account, while deferred expenses affect an expense and a liability account. Under the expense recognition principles of accrual accounting, expenses are recorded in the period in which they were incurred and not paid. If a company incurs an expense in one period but will not pay the expense until the following period, the expense is recorded as a liability on the company’s balance sheet in the form of an accrued expense. When the expense is paid, it reduces the accrued expense account on the balance sheet and also reduces the cash account on the balance sheet by the same amount. The expense is already reflected in the income statement in the period in which it was incurred. Revenue deferrals are used by accountants to spread out revenue over time.

Revenue Deferral:

For example, the due date of the electricity bill is December, but the company pays it in January. Revenue is one of the most important cornerstones of your business finances.

An example of expense accrual might be an emergency repair you need to make due to a pipe break. You would hire the plumber to fix the leak, but not pay until you receive an invoice in a later month, for example. The liability would be recorded by debiting expenses by $10,000 and crediting accounts payable by $10,000. When revenues are earned but not yet recorded at the end of the accounting period because an invoice has not yet been issued, nor has cash payment been received. When a company receives upfront payment from a customer before the product/service has been delivered; it is considered as deferred revenue.

accrual vs deferral

The revenue or the expenses that are earned but are yet to receive by the company are accruals. One can classify accruals either as an Accrued expense or Accrued income . On the contrary, the Accrual basis of accounting is used by larger companies for several purposes first it is helpful for tax reporting purposes when the sales are exceeding $5 million. Also, the accrual basis of accounting is necessary for audit purposes as the books all over the world are prepared on an accrual basis. Pre-paid subscriptions with services rendered over time will defer revenue over the life of the contract and use accrual accounting to demonstrate how the company is doing over the longer term. This approach helps highlight how much sales are contributing to long-term growth and profitability. Used when the expense for goods or services has been paid for in advance (i.e., in the current fiscal year) and the activity won’t take place until the following fiscal year.

Accrual of an expense refers to reporting of that expense and related liability in the period in which Accrual expense occur. For example, the water expense that is due in December, but the payment are not to be received until January. Accrual is a very important method to reflect the true position of the company, however, the cash statement also has its importance as it tells about the ability of the company to generate cash in the business. Intangible assets that are deferred due to amortization or tangible asset depreciation costs might also qualify as deferred expenses. When the services have been completed, you would debit expenses by $10,000 and credit prepaid expenses by $10,000. When the bill is received and paid, it would be entered as $10,000 to debit accounts payable and crediting cash of $10,000. Accrual basis accounting is generally considered the standard way to do accounting.

Due to the simple nature of accounting cash basis is often used by small businesses to prepare their books of accounts. When you note accrued revenue, you’re recognizing the amount of income that’s due to be paid but has not yet been paid to you. For example, you make a sale in March but won’t receive payment until May. You would recognize the revenue as earned in March and then record the payment in March to offset the entry. An accrual allows a business to record expenses and revenues for which it expects to expend cash or receive cash, respectively, in a future period. Conversely, a deferral refers to the delay in recognition of an accounting transaction. The closing entries serve to transfer the balances out of certain temporary accounts and into permanent ones.

Business Operations

In this manner, the profit shown during each period will be a more accurate reflection of the economic activity that took place in the period but perhaps a less accurate portrayal of the cash flows. Under the accrual basis of accounting, recording deferred revenues and expenses can help match income and expenses to when they are earned or incurred. This helps business owners more accurately evaluate the income statement and understand the profitability of an accounting period. For example, a company receives an annual software license fee paid out by a customer upfront on the January 1.

Allocating revenues to the proper period is a cornerstone of the accrual method of accounting. The basic difference between accrued and deferral basis of accounting involves when revenue or expenses are recognized. An accrual brings forward an accounting transaction and recognizes it in the current period even if the expense or revenue has not yet been paid or received. A deferral method postpones recognition until payment is made or received. According to GAAP, deferred revenue is a liability related to a revenue-producing activity for which revenue has not yet been recognized. Since you have already received upfront payments for future services, you will have future cash outflow to service the contract.

accrual vs deferral

XYZ Company delivered services on the last day of the month and sent an invoice for $4,400 the following week. However, a high Accrued Revenue signifies that the business is not getting payments for its services and can be alarming from a cash-flow perspective. For example, ABC marketing agency signs up for a marketing automation software, ‘Yoohoo’, that’s billed quarterly at $600 for a three-user package. Twenty days into the subscription period, the agency realizes that they need two more users to access the software.

Deferred expenses are those that have already been paid but more properly belong in a future period. Without deferral, these expenses would be recorded on the income statement and would reduce net income in the current period. Deferring them takes them out of expenses and creates an asset on the balance sheet. This type of expense represents an asset, because the money has already been spent and there will be a benefit to the company in the future. When the benefit has been realized, it is taken out of assets and once again expensed.

Thought On accrual Vs Deferral

Accrual of something is, in finance, the adding together of interest or different investments over a period of time. It holds specific meanings in accounting, where it can refer to accounts on a balance sheet that represent liabilities and non-cash-based assets used in accrual-based accounting. An accrual of revenues refers to the reporting of revenues and the related receivables in the period in which they are earned, and that period is prior to the period of the cash receipt. An example of the accrual of revenues is the interest earned in December on an investment in a government bond, but the interest will not be received until January. Under the deferrals, money has changed hands, but conditions are not yet satisfied to record a revenue or expense. Under the accruals, conditions are satisfied to record a revenue or expense, but money has not changed hands yet.

Some companies make adjusting entries monthly, in preparation of monthly financial statements. In order for revenues and expenses to be reported in the time period in which they are earned or incurred, adjusting entries must be made at the end of the accounting period. Adjusting entries are made so the revenue recognition and matching principles are followed. Much of the success that organizations have in adopting lean startup principles is by using a different accounting approach called Innovation Accounting. accrual vs deferral Measuring the success or failure of a startup’s product or service can be complex. While these basic functions of accounting are still necessary and required in a lean startup or lean library, this approach fails to capture adequately the types of outcomes of interest to the lean startup. In a viable organization, innovation accounting holds the entrepreneurs or librarians accountable for their actions and decisions by tracking broader outcomes of an organization beyond it’s revenue and expenses.

  • Used when goods or services are received this fiscal year and will be paid for next fiscal year.
  • Rent payments received in advance or annual subscription payments received at the beginning of the year are common examples of deferred revenue.
  • Furthermore, it will be important to separately define what the future obligation will cost the buyer.
  • When the expense is paid, it reduces the accrued expense account on the balance sheet and also reduces the cash account on the balance sheet by the same amount.
  • In the case of a prepayment, a company’s goods or services will be delivered or performed in a future period.
  • As briefly mentioned earlier, accruals are financial transactions that are recognized when they occur.
  • •External cash flows must be treated in a consistent manner with the firm’s documented, composite-specific policy.

Incurring an accrual expense on the company that it will bill and receive money for at the end of the accounting period. In expense accrual, when the journal entry is to be reported, it’s made as an accrual adjusting entry where the bill charged is debited, whereas a liability account is credited termed as Accrued Expenses Payable.

What Is A Deferral? Its Expenses Prepaid Or Revenue Not Yet Earned

If businesses only recorded transactions when revenue is received or payments are made, they would not have an accurate picture of what they owe and what customers owe them. The accrual basis of accounting states that expenses are matched with related revenues and are reported when the expense is incurred, not when cash changes hand.

accrual vs deferral

An offsetting liability is set up on the balance sheet that will disappear once the expense has been paid. Examples of accrued expenses include accounting and tax fees for year-end work and utilities. Generally accepted accounting principles are a collection of rules for measuring, valuing and accounting for financial transactions in a company.

As the services are provided, these transactions will move to the income statement, where they will be reported as Insurance Revenues. Let’s assume a company made a payment for their insurance which covers them for 6 months into the future. The amount that was made will be added to the current assets recorded as Prepaid Insurance or Prepaid Expenses. However, the amount that expires within the accounting period would be reported as an Insurance Expense.

The end result is to recognize the revenue in the income statement before the money is actually received. When compared to traditional cash accounting, accrual accounting is preferred because it gives business owners and financial staff the most accurate look at the business’s revenue and expenses. Deferral accounting allows you to keep better track of transactions in progress.

In accounting, deferrals and accrual are essential in properly matching revenue and expenses. Grouch receives a $3,000 advance payment from a customer for services that have not yet been performed.

Accruals Versus Cash Flows

Concern expenses and revenue that are paid in advance but not yet provided. If you pay for an insurance policy in advance covering your business for six months, this expense will not be counted as an expense until at the end of the insurance policy. As briefly mentioned earlier, accruals are financial transactions that are recognized when they occur. With accruals, you must get used to the idea of recording transactions before paying or receiving any money.

Why do you accrue in accounting?

In short, accruals allow expenses to be reported when incurred, not paid, and income to be reported when it is earned, not received. … This accrual would charge the appropriate 33-digit expense coding and would credit the balance sheet Accounts Payable liability.

Learn accounting fundamentals and how to read financial statements with CFI’s free online accounting classes. A company earned interest revenue from the bank on its checking account and had not yet recorded it. The subject will be covered more in the lesson on fixed assets and depreciation. They decide to use the straight line method, with a salvage value of $2,000. DateAccountDebitCreditMar-31Installation Expense$750Accounts Payable$750To accrue installation expense at end of month.The following month when the company pays the installer, they will record the payment, as follows.

The receipt of payment doesn’t impact when the revenue is earned using this method. When the products are delivered, you would record it by debiting deferred revenue by $10,000 and crediting earned revenue by $10,000. For example, you’re liable to pay for the electricity you used in December, but you won’t receive the bill until January. You would recognize the expense in December and then when payment is made in January, you would credit the account as an accrued expense payable. An adjusted trial balance shows the balances of all accounts, including those that have been adjusted, at the end of an accounting period.

The paid-out money should be reported at a later date, but that the money was received before it could be reported. Accrual accounting utilizes both expense and revenues of a company to denote its financial position. These accounting records are what occurred either as revenues or as expenses and therefore must be shown in a company’s income statement and balance sheet.

A company’s net income will increase when revenues are accrued or when expenses are deferred and decrease when revenues are deferred or when expenses are accrued. The purpose of adjusting entries is to allocate revenue and expenses among accounting periods in accordance with the realization and matching principles. Accrual and Deferral are a part of those types of accounting adjustment entries where there is a time lag in the reporting and realization of income and expense. Accrual occurs before a payment or a receipt and deferral occur after a payment or a receipt. Encumbrances are used to record obligations for goods and services which will be provided in future fiscal periods. If the goods have been received or the service completed as of June 30th, and the invoice will not be processed until the next fiscal year, the expensemustbe accrued (if over $10,000) on anAuxiliary Voucher document.