{"id":7412,"date":"2024-06-03T17:07:19","date_gmt":"2024-06-03T11:37:19","guid":{"rendered":"https:\/\/irst.world\/home\/?p=7412"},"modified":"2025-08-27T19:15:28","modified_gmt":"2025-08-27T13:45:28","slug":"debt-to-asset-ratio-definition-formula-5-2","status":"publish","type":"post","link":"https:\/\/irst.world\/home\/debt-to-asset-ratio-definition-formula-5-2\/","title":{"rendered":"debt to asset ratio definition &#038; formula 5"},"content":{"rendered":"<p>Debt To Assets Ratio, Meaning, Formula, Examples<\/p>\n<p>While it has its limitations, it can be very useful as long as it is used critically as part of a broader analysis. Companies that have taken on too much debt, and in turn have high debt to asset ratios, may find themselves weighed down by the burden of their interest and principal payments. While both offer insights into a company\u2019s leverage, they tell different stories about financial risk and funding sources. For example, if the ratio of a company is over 50%, or even 100%, and further deteriorating over time, it is worth to examining its debt position in more detail. It could indicate that the company is unwilling or unable to pay off its debt\u2013now or in the future. The trend analysis of historical performance will show how the company has acquired and grown its assets and how its financial risk profile is evolving.<\/p>\n<p>CFI is on a mission to enable&nbsp;anyone to be&nbsp;a great financial analyst and have a great career path. In order to help you advance your&nbsp;career, CFI has compiled many resources to assist you along the path.<\/p>\n<h2>Debt to Asset Ratio: Overview, Uses, Formula, Calculation, Interpretation, and Limitations<\/h2>\n<p>Assets, which represent resources with economic value, are divided into current and non-current categories. Current assets include cash, accounts receivable, and inventory, while non-current assets comprise property, equipment, and intangible assets. The composition of these assets can vary significantly by industry, influencing the debt to assets ratio.<\/p>\n<h2>Company Solvency Evaluation<\/h2>\n<p>The asset liability ratio compares a company\u2019s total assets to its total liabilities, indicating its ability to cover liabilities with assets. In contrast, the debt to assets ratio specifically examines the proportion of a company\u2019s assets financed by debt, highlighting financial leverage. While both ratios assess financial health, the asset liability ratio offers a broader view by including all liabilities, not just debt. The debt to assets ratio is a key metric for assessing an organization\u2019s financial health.<\/p>\n<p>Add up all a company&#8217;s debts and obligations, including loans, accounts payable, and any other liabilities. Calculate the total value of everything the company owns, such as cash, inventory, property, equipment, and receivables. It\u2019s a key metric that reveals how much of a company\u2019s assets are funded by debt versus equity\u2014making it a must-know for business owners, investors, and financial pros.<\/p>\n<h2>Over-reliance on a Single Metric<\/h2>\n<ul>\n<li>A low debt ratio does not always good and a high debt ratio does not always bad.<\/li>\n<li>Overall, the debt ratio is a valuable financial tool that provides valuable insights into a company\u2019s financial health, stability, and risk profile.<\/li>\n<li>This increases vulnerability to economic downturns and rising interest rates.<\/li>\n<li>A debt to asset ratio of 0.4 means 40% of the company\u2019s assets are financed by debt, and 60% by equity or other sources.<\/li>\n<li>Essentially, the debt to asset ratio focuses on the asset base, while the debt-to-equity ratio emphasizes the balance between debt and owner investment.<\/li>\n<\/ul>\n<p>One of its major drawbacks is that it doesn\u2019t distinguish between types of assets\u2014whether they are liquid or illiquid, tangible or intangible. To assess the types of assets and their liquidity, see this liquidity ratios article. To avoid over-reliance, integrate the debt to asset ratio with other financial metrics like the current ratio, interest coverage ratio, and return on equity. These additional insights provide a comprehensive view of a company\u2019s financial health and performance. This indicates that the company\u2019s total liabilities exceed half of its total assets. Higher ratios indicate that a company is employing more leverage and has a compromised equity position.<\/p>\n<ul>\n<li>Changes in long-term debt and assets tend to affect the D\/E ratio the most because the numbers tend to be larger than for short-term debt and short-term assets.<\/li>\n<li>This means that 50% of the company\u2019s assets are financed by debt, which could be a point of concern or comfort depending on the industry and the company\u2019s ability to generate revenue.<\/li>\n<li>Suppliers and creditors closely monitor the debt to asset ratio to assess the company\u2019s creditworthiness and ability to meet its obligations.<\/li>\n<li>Capital-intensive sectors like utilities or manufacturing often have higher debt levels, so their \u201chealthy\u201d solvency ratios may be lower than those in low-debt industries like software.<\/li>\n<\/ul>\n<h2>Debt to Asset Ratio: Definition, Formula, Calculation &amp; Analysis<\/h2>\n<p>For example, an increasing debt-to-asset ratio may indicate that a company is overburdened with debt and may eventually be facing default risk. A ratio greater than 1 shows that a considerable portion of the debt is funded by assets. A high ratio also indicates that a company may be putting itself at risk of defaulting on its loans if interest rates were to rise suddenly. A ratio below 1 translates to the fact that a greater portion of a company&#8217;s assets is funded by equity.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"602px\" alt=\"debt to asset ratio: definition &#038; formula\" src=\"data:image\/jpg;base64,\/9j\/4AAQSkZJRgABAQEASABIAAD\/\/gBeRmlsZSBzb3VyY2U6IGh0dHA6Ly93d3cud2lraWhvdy5jb20vSW1hZ2U6Q2FsY3VsYXRlLUFzc2V0LXRvLURlYnQtUmF0aW8tU3RlcC0yLVZlcnNpb24tMi5qcGf\/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7\/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7\/wAARCAFZAcwDASIAAhEBAxEB\/8QAHAABAAICAwEAAAAAAAAAAAAAAAEGBQcCAwgE\/8QAVhAAAQMDAgIDCQ0FAwkHBAMAAQACAwQFEQYSByETMVEUFhciQVZh0dIIFRgyUlR0k5SVlrO0I2RxkbI1RIEkJSgzNDZCYqEmQ1WS09TwJzdzsThyhP\/EABsBAQACAwEBAAAAAAAAAAAAAAABBQIEBgMH\/8QANxEBAAECAgUJCAIDAAMAAAAAAAECEQMEFCFScZEFBhITMTNR0eEVMjRUcqKxwSJBQmGBJGKy\/9oADAMBAAIRAxEAPwDdG9qbx6F07HY6io2O9K4u\/i7W0O\/e1cg9q+foz6VG0qbwdGH072oXNK+ba7HUVOCov4I6L6Ms7FGI+xfPz7E59iHRfR4nYhDOxfMM9iklyXT0X0bWdibWL5xlDlLnRfQQ1R4q6MnsTJ7FHSOi+g7eXJCG9i+fJ7EO7Cnpf6Oi+gBqkhq+Xn2J\/gnSjwOj\/t9G1pQtb2L505pdPRfSA3sRzAvn8ZTuPYkyizt2BNgXTkpkpFk2l3bFOxdG4qdx7E1I6Mu3o0Ea6tx7E3lNSbS7ejTo11bym49ijUWl29Go6Nde49ikOKakWl2CPkmxdZeVAcVN4LS7OjXIRZXVuKbj6UvBaXMx4UiMLrLnelRuPpUaizu6IJ0QXUHn0\/zTcfT\/ADS8FpduwBBFldW8+lNx9P8ANTeC0uZiGeaGMLqLzny\/zUbz6f5pqLS7hGFBYF17z6VG8+lRaC0uzY1cgwLp3H0pvPpUxEQWl3FrUDW+ldGXHtUhzvSpTaXcWhQAMrqDndpTJ9KxmUWl3Yb2KPFK6sn0pk+lRc6LtICABdWT6VOT2lLyWdhATC6yXdpXHL+0pE3LO\/pPSUEgXEY7FLdvYFlrk1OW8KN7cqDgeQIMdiiyIct7VG9vaoO3sCeL6E3JTub5VGWqOXoU8uwJrAlqZao5HsTA9CnWJBap3NXHAU+L2BReRG5qZb2p4vYEIb2BSakgsUktx1rjgdikbexCxluOtR4vapy3sTLc9QQg8TtKnxPT\/JMN7E8XsUXLniJ4naf5KMNUckiRy8RT+zXDHNSAFN0J\/Zodn\/wLiRzTCiZS5eL2\/wDRR4g6ygwodhSGW9qclAwpwFCTA8iYTCAKUXMJhTj0phLFzCbSmHeQph3aotIYx5E2k81O0nyptd2pEIu47SPIpHWuQYe1Nh7VMQXcdp7FGw9i5YcPKoy5LJcS09iBh7FOTnrUjd2oI2ehNh7EId\/FPGS6LnRn5KdGexSC9Nz+1TqNaNp+Sm13yVJLu1cSXdqajWnaexNp7FG53am4lQkwPKpwFHNRzUieSkDK44KnmFCJSQoTmoyoS7tsfaowweVRsco2FRccsM+UEIb5CuO0qdpT\/gBoz1qdgUbXJhymBZNF2S3XSgqpq2KSR8dU6NpbK5uGhjDjAI8pKsHefYvm032mT1r4uGOfemuz8+f+XGrcunymBhTg0zNMdnhDmM1mManGqiK57fGVe7z7F82m+0yetO8+xfNpvtMnrVhRbGj4OxHCHhpWPtzxlXu8+xfNpvtMnrTvPsXzab7TJ61YUTRsHYjhCNJx9ueMq93n2L5tN9pk9ad59i+bTfaZPWrCiaNg7EcINJxtueMq93n2L5tN9pk9ad59i+bTfaZPWrCiaNg7EcINJxtueMq93n2L5tN9pk9ad59i+bTfaZPWrCiaNg7EcINJx9ueMq93n2L5vN9pk9ad59i+bzfaZPWrCiaNg7EcINJx9ueMq93oWP5vN9pk9ad59i+bTfaZPWrCiaNg7EcINJxtueMq93n2L5tN9pk9ad59i+bTfaZPWrCiaNg7EcINJxtueMq93n2L5vN9pk9ad59i+bTfaZPWrCiaNg7EcINJxtueMq93n2L5tN9pk9ad59i+bTfaZPWrCiaNg7EcINJxtueMq93n2L5tN9pk9ad6Fi+bzfaZPWrCiaPg7EcINJxtueMq93oWL5vN9pk9ad6Fi+bzfaZPWrCiaPhbEcINJxtueMq93oWP5vN9pk9ad59i+bTfaZPWrCiaPg7EcINJxtueMq93oWL5vN9pk9ad6Fj+bTfaZPWrCiaPhbEcINJxtueMq93oWP5vN9pk9ad6Fi+bzfaZPWrCiaPg7EcINJxtueMq93oWP5vN9pk9ad59i+bTfaZPWrCiaPg7EcINJxtueMq93n2L5tN9pk9ad59i+bTfaZPWrCiaPg7EcINJxtueMq93n2L5tN9pk9ad59i+bTfaZPWrCiaPg7EcINJxtueMq93n2L5tN9pk9ad59i+bTfaZPWrCiaPg7EcINJxtueMq93n2L5tN9pk9ad59i+bTfaZPWrCiaPg7EcINJxtueMq93n2L5tN9pk9ad59i+bTfaZPWrCiaPg7EcINJxtueMq8dH2LH+zTfaZPWteVbGw3CtgYCI4quWNgJzhrXkAZ\/gtyHqWnbkP8APFz+nz\/mFVnKmFRRRT0YiNf9QtOS8XErxKoqqmdX9ujKLkMKSRhUll1dwRc+SAhLF3BTn0LlkKcqLF3DHpTHpRFDIx6U59qJgIHPtUH+KnATAQXnhd\/ZNd9Pf\/RGreqhwu\/smu+nP\/LjVvXWZLuKNzks58RXvERFtNYREQEREBERAREQEREBERAREygIiZHagIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgHqWm7mT783Pr\/2+f8wrch6lp25D\/PFz6\/8Ab5\/zCqnlbu6d\/wCltyR3lW79vnyUBU\/4J5OpUNnQXRlRkrl\/gn+CiwjJU5Pan+Cf4JYNwTITZ6U2ntWVhIIQkKNp7U2+lRYtBlRlSWdhUbD2qbC9cLf7Ir\/p7\/6I1cFUOFw22muH78\/+iNW9dVk+4o3OSznxFe8REWy1hERAREQEREBERAREQaX903qW+0T9IaM0rf3WG8akupYa5paDDTQxl0rsu5Dm6P8AwBHlWu9RcUdT3D3EbtWUl7q6PVFBPDbq6qicGzNmZUNjfkjyuYWk4+Utqa44NW7XHF2l1dqyWlulkobW6iprPLTktErn7jK52efWeWPI3nyVMuXucagaG17oyy6kpaOz6jukFxt1MaN223lkm58fJ3jNIDGjqwGjrygr\/BXiDdKTide7dT6w1Hf9N27TLrhVU2pgyKvNS3L\/ANg1zWvczb5SMeNz\/wCEnPcHbPxF4raYo+I9\/wCJ97srblUPmorVZhHHTQQMkLNj8gl5O09fMeUk9Vl0nwevc3EKDW\/ETVdLf6yjtklro6GjtwpqaKF7S124lxc\/Ie\/kfldeMBY3SPBviHoGsbadBcUm0OkDVmobba+1MqZadrnZfGyQnmDz5+L1k4zkkLT7pviDcuHHC2ovNlijfd6upjoKF0oBZFLJnx3A8jhrXEA8s4zyyvl0tpC\/aDhk1prfizqO9RUFBLUXSnmDBReLGS57I2t3ANGSAOZIH8FbOLehLNxJ0LXaVvnSMgqNr4p4sb4JWnLHtz5QeRHlBI8qpOmeG\/Eh1DcNNa64mw6l0rVWya3GAWlkNVI17NgkdNkkPaPKS7J6+fNB82lfdAU90vumoLxoq82G0arldFYbnVSxPZVPyAwOY07o92QBnOS4YyOaxdz90vRW7u2rn0DqJ9ott+ksdfcYXxPjjna4gBjc7nkgbiMDGWjJJC7tKcB77T3bR8OrNcsvNg0VP01jo4LcIJXvBBjMz9xzs2tAAHMDmevPXc\/c+11XofUGmxqeBr7vrF2pWzmjcRG04\/YkbuZ5fGyP4IM1aeOsc1LriK76OutlvOkaEXCottTPG580JZvBa9uWg4xkc8bhzPPHy6V4\/wBLdb7pOmuOiL9ZLTqzxLPc6qSJzJpcDLSxpLmguO0OPxstdjByPm4r8Na6lfxa13T1xrHag0s6igt0VM4yMfHCG8iCd2S3qA8qrvBPhDqi82rhtftZaskmtGm6aOttllNrFPPBOQMMlfnLgwtbjIyQPJzJC43vj1Saf4k0mkdQaZnoYK25+91PVx3WknkLnO2skfTRvMsbHHBy4AgOHLPJfFrH3QzbBdtXUVNoC+3SDSdRHHdKynmibDFG\/Aa\/xueSTyaAeQJJACr1J7me8U9yhDdZW59vpNTx36Iusre7Kgh24smqN244BcBjkS4kjqAuFx4LVdXBxXjbqCBnf46ExHuUnuPY1w8bxvHzu8mEH11nHKzUup57XPaqqOhdpV2p7fXulaGVlO2MSFgbjLXY39Z\/4fSFatC6tn1jwtpdXi2VFnNwopKmCCWQPexmHbHZAA8YAOHoIWheOegKu\/VXDPhPYYbtJf7TbWU1de4Kcx0kdsdF0E5e4nrd0fJmT5R1uC9Nx2qmptPNstCxtPTRUgpYGgZEbAzY0f4DCDzjws453HTvATRV\/wBV0l41Vcb9dqi374XsM5cJXhgAONxwAAOX8VfbDx6sb7BrS5aqsVz0zWaOkjZdKGcsmk\/a5EQjc0hri9wIAzjqOcHKwNm9z5WW\/QWgNMHVMEj9J6gN3fP3E4CpHSl\/Rgb\/ABTzxnJ\/gsxfOBVLf7lxPdd7wXUWt+4nRshhxJRSUzTsfknD\/GIOOXLI8uUFw4Wazv2s6GW4XTQ1y0zSOiimoZKypikNUx4JztYcsIAacOx8YK8rTlo0HxcpuHF201U8U6d1eYKaCz3GG1NjkpWRO8cyc8vc9m1uesYzzJK2vaYKmmtlJTVtY6uqooWMmqTGGGZ4aA55aOQycnA6soPsREQEREBERAREQEREBERAPUtO3In34uY\/f5\/zCtxHqWnLkf8APNz+nz\/mFVPK\/d07\/wBLbkjvKt37dJymSoJQKhdAnJTJ9Cc1Bylw3OU5KIouak8+xCSpyFGcoI5pz9ClThLl0eN2Jl3Yi5Kbouu\/C4k2muyMf5e\/+iNW9VHhh\/ZNd9Of+XGrcuryfcUbnJ5z4iveIiLZawiIgIiICIiAiIgIiICIiDT2tuNUun9f3bSFs0Ler\/U2i3NuVZJRzwtDICAS4NeQTjIGBz9Cuuh9e6c1boKh1tRVRpLRWxl7ZK0thMZDixzX5OAQ5pHWQfISvMnHC3WyX3R2r5tRVut7XbarTsMEE2noJi6ql2sPQv2sLXsIHNriBkDJC43fvto+BXCyzar0RQUrXT1MVTWVWm3V\/vVG0YhcaJniulla53xx1gnAccgPRPGPiMzh\/pe03yntrLxHcbrTW9jW1XRtAm3ftA4Nduxt6vLnrVznuVup62GhqK+liq589FA+ZrZJP\/6tJyf8F4ls1q1D8GuitkttvbzRcTGdzU89vkikipgwOyIsExs3OcSBkBxIzlc\/dOw3jUGtddwjSTrbcKGWldbpKLTMlTV3RjdoM5rhnoGsaByYBuB2nJGUHtasultohMay4UlP0LBJKZZms2NJwHOyeQzyyV3T1NNFSuq5aiKOnaze6VzwGBvaSeWPSvKWqdG0+ufdA79T2SruNvfw+jnLnxysjdVgZbktxl43Ehp8vkyFV5LTfpuAnBk6lsV\/umkrdcaoakt8MMrpQwVDhAXxjDyxrcgeTBAHW1B7NdeLSLV76m50Qt5Ge6u6GdFjOPj529fLrX2RyMljbJG9r2OAc1zTkEHqIK8icYLfQ1Hg2uuk7B0PDelNeDS1WnairpqWoc9\/7SeiBa8hx3bSerJIHPC3R7lmze8XCOloY71UXaj7rqHUj5qCajMMZf8A6sRSkva0ODiM+QoPjt3HKO+asmtmltBapv8AaKW5i2VV6pIGGmjl3BryOeXMbkEu5cjnqxnN6P4oU184ha00pWUEFri0zVU1KyslrBirfM1xADS0bT4uAMuzleetRSRUHESO4cB6PXto1RXXwi5Wapt8jLVO3eeklkD\/ABWMJBOc8gTgMwMcNbcO6LUmquP91vGnq6rq6KGKeySCOUDpejcS6MDk85Y0Hr5cvKg9i3Cuo7dS9019XBSQNIBknkaxoJ6hkkBcqqspaWjfWVFTDBTMbvfNJIGsa3tLjyAXj3ibb9Tz+Ca7akpJKvT7dIRQ1Mlysk91hguD4f2jpoGOD+kc3aA48wQTjIJHXq3TF+tnCrhKyGsqtRaStdfXOr5q2w1E8TA5+KYz0LnCV0bP2jQCcAEdYIBD1Jr\/AF9pjQ+m4tQX+4dHQSyxxRPhYZTK5\/xdob1j09SstNPDUwMmp5o5YnjLXxuDmn+BHIrxZq3QRk9yxVTW7unU7aHU3dlHGyy1NI6igkLBNFFBIS\/o8nPLlgnsJXrPhl3vDQtr71LdJbbIYSaSmfTvgdG0uOQWP8ZvPJ59qCzIiICIiAiIgIiICIiAiIgIiIB6lp25HF5ufL+\/z\/mFbiPUtOXEH35uf0+f8wqp5X7unf8Apbckd5Vu\/bp6Q\/JTpP8AlU7T2KNp7FQXX+pIkz\/wpv8A+VRghMJrNTlvHyU3j5IXHCbT2JeS0O\/A7AnIdi68ydigh560uiztyOxOS6vH7FPjpcs7OSYHYuvMnYpBk7EuWXjhn\/Zdd9Of+XGraqjww3e9Nfu6+7n\/AJcaty6zJ9xRucpnO\/r3iIi2WsIiICIiAiIgIiICIiAiIggj+P8ANThEQRj+P81OERAwmERAx\/8AMoOpEQMJhEQMJjlhEQMIiICIiAiIgIiICIiAiIgIiICIiAepaeuWffi5n9\/n\/MK3CepafuMmLvcxjqr5\/wAwqp5W7unf+ltyT3lW79ugEqD1Ll0g7EMvoCotS+1oxyUeVc+lHYFHSDsCajW4nKZK5dJ6B\/NOk9Cg1uPPtTn2qMelThRrZJye1RuKYUYUWkciSgee1Rj0qMelTrNS98MCTaa4n58\/8uNW5VDhd\/ZNd9Of+XGreusyfcUbnJZzv694iItlrCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgHqWnLkR783T6fP8AmFbjPUtOXI\/55ufL+\/z\/AJhVRyv3dO\/9LfkjvKt37dOGphiZHyVORjqVCvkYYmGJn0KCR8lBOGIA3HlUZb8lTy7EsG5Ny7No7FG30JeU3hw3JuXLZ6ELfQly8OJPJYC5az0xba+ahrr1BBUwO2yRuY8lpxnHJuOohWAt5HktJXS1Ut746Vtqrul7mnqnh\/RP2O8WDcMHycwF6YVMVX6X9N\/I5fCx6q+smYimJnV\/pu7QfFfh7bLdVw1+qKaN8lW6Rg6GU5aWMAPJnaCrH4a+F3nbTfUTewqLo\/gbom8UNTPUuvDXRVLom7K8jkGtPyf+YrN\/B20B8u+feB9ldDlpxuqp6ERaylzOHyF1tXTrxL3\/APXyZ\/w18LvO2m+om9hPDXwu87ab6ib2FgPg7aA+XfPvA+ynwdtAfLvn3gfZXtfMeEPDq+b+3ifb5M\/4a+F3nbTfUTewnhr4XedtN9RN7CwHwdtAfLvn3gfZT4O2gPl3z7wPspfMeEHV839vE+3yZ\/w18LvO2m+om9hPDXwu87ab6ib2FgPg7aA+XfPvA+ynwdtAfLvn3gfZS+Y8IOr5v7eJ9vkz\/hr4XedtN9RN7CeGvhd52031E3sLAfB20B8u+feB9lPg7aA+XfPvA+yl8x4QdXzf28T7fJn\/AA18LvO2m+om9hPDXwu87ab6ib2FgPg7aA+XfPvA+ynwdtAfLvn3gfZS+Y8IOr5v7eJ9vkz\/AIa+F3nbTfUTewnhr4XedtN9RN7CwHwdtAfLvn3gfZT4O2gPl3z7wPspfMeEHV839vE+3yZ\/w18LvO2m+om9hPDXwu87ab6ib2FgPg7aA+XfPvA+ynwdtAfLvn3gfZS+Y8IOr5v7eJ9vkz\/hr4XedtN9RN7CeGvhd52031E3sLAfB20B8u+feB9lPg7aA+XfPvA+yl8x4QdXzf28T7fJn\/DXwu87ab6ib2E8NfC7ztpvqJvYWA+DtoD5d8+8D7KfB20B8u+feB9lL5jwg6vm\/t4n2+TP+Gvhd52031E3sJ4a+F3nbTfUTewsB8HbQHy7594H2U+DtoD5d8+8D7KXzHhB1fN\/bxPt8mf8NfC7ztpvqJvYTw18LvO2m+om9hYD4O2gPl3z7wPsp8HbQHy7594H2UvmPCDq+b+3ifb5M\/4a+F3nbTfUTewnhr4XedtN9RN7CwHwdtAfLvn3gfZT4O2gPl3z7wPspfMeEHV839vE+3yZ\/wANfC7ztpvqJvYTw18LvO2m+om9hYD4O2gPl3z7wPsp8HbQHy7594H2UvmPCDq+b+3ifb5M\/wCGvhd52031E3sJ4a+F3nbTfUTewsB8HbQHy7594H2U+DtoD5d8+8D7KXzHhB1fN\/bxPt8mf8NfC7ztpvqJvYTw18LvO2m+om9hYD4O2gPl3z7wPsp8HbQHy7594H2UvmPCDq+b+3ifb5M\/4a+F3nbTfUTewnhr4XedtN9RN7CwHwdtAfLvn3gfZT4O2gPl3z7wPspfMeEHV839vE+3yZ\/w18LvO2m+om9hPDXwu87ab6ib2FgPg7aA+XfPvA+ynwdtAfLvn3gfZS+Y8IOr5v7eJ9vkz\/hr4XedtN9RN7CeGvhd52031E3sLAfB20B8u+feB9lPg7aA+XfPvA+yl8x4QdXzf28T7fJn\/DXwu87ab6ib2E8NfC7ztpvqJvYWA+DtoD5d8+8D7KfB20B8u+feB9lL5jwg6vm\/t4n2+TP+Gvhd52031E3sJ4a+F3nbTfUTewsB8HbQHy7594H2U+DtoD5d8+8D7KXzHhB1fN\/bxPt8mf8ADXwu87ab6ib2E8NfC7ztpvqJvYWA+DtoD5d8+8D7KfB20B8u+feB9lL5jwg6vm\/t4n2+TP8Ahr4XedtN9RN7C11V8RNEy3CtmbqGmLJauaRh6KTm1zyQfi9isx9ztw\/x8e+feB9lan4lcO9Pad0\/eq63i4dNRVXRRGWq3t29O1nMY58iVoZ+K6qaYxfH+lnyXgcjYmN0MCrEvNo19H+53NkWi6W670La621UdTTOc5rZGggEtOCOYBX2bmAdYVJ4LMLuHtIf3mo\/rV06M9ipa46NUw9MzhU4WNVRE9kzHBOWnyhPF7Qo6M9igxlY63jqcvF7Qni9oXHYU2HsUzJZ2bz2JvPYFxU5WMJs5bndgUZd2KMlMlTdFklxAPILT1KT8IuU4591S\/pitwOzgrT1L\/8AyKl+lS\/pivbC7Kty15M7Mb6Kv09NcMCTaa4n58\/8uNW5VDhf\/ZFd9Of+XGreumyfcUbnz7Od\/XvERFstYWNsl7s98o3Vtku1DdKZrzGZqOoZMwPABLdzSRnmOXpCpfukNTT6U4N6gr6IPfcamn7goGR\/HdUTkRM29pG4ux\/yrVfuYZ4NI8SL\/wAPqG13e2UVdaaS526C60D6J8k8MbaepcGkcw9wY\/PXyPXzQemkXnHQ+s+Ks9JqexXW4V3hIgtM9VR6fuNspoKJzhKWtmpJ4+csYGG4kccu6zjJWPk4u6ls3Ca91nv3f7hq2C50Vrno7vYoKeotMs4GX9FFtZKx2HujyeZ2AnGch6eXFrg5oc0ggjIIPWvLt8v\/ABNvHDLibarw\/VVHa4NPvraG7Xqx01JUu2xuE9I5sf7Mh4GWvaA5oLuZIBWUqaziZpXgvw+ntV3vNwtDqRk95r7XaaWavoqU0rDBHFC8bHsachzy0vw0Hr6w9IIsBoG6QXrRFlu9LdjeIquhhlFeYRCaklgzIYxgMJOSW+Tq8iz6AiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgHqXnLjl\/ufqj6ef1TV6NPUvOPHFx70dUD9\/P6pqq+VPdo3ug5t\/G074\/MPi4Kf\/byk+k1H9augKpXBVxHD2kH7zUf1q5l7lRYnvyv8\/H\/k4n1T+XIkqd3oXX0jk6QrCzUs7N3oUbvQuHSFOkPYibOW4dincFOW9q5Bw7VFhw3DsTcAuwOCguag63PBC0\/TH\/SJmP71L+mK3GXDB5rTtMR8IyY\/vUv6Yr3weyrcteTOzG+ir9PTHC7+ya76c\/8ALjVvVR4Yc7TXfTn\/AJcaty6XJ9xRufPs539e8REWy1mD1Tpaxan97RfaAVrbXXR3CkD3uDY6iPOx5AIDsZPI5HPqXTe9H6dvWoLff7lbGTXO2wzwUtQJHscyOZu2Rp2kBwIz15xnIwVYkQa6tHBfhva6W50tJp5225U4pamSWuqJZehDg4RskdIXxtDgDhpHMAr7rRws0Fa9LXLTVPp6CW2XV264MqpZKh9SRjBfJI4vJbgbefi45YV3Wv8AXlyvFw1zZdCWe6zWVtdQ1Vxr6+BjDOIYXRRiKEva5rXOdMCXEEtazkMuBAfTpThbofTNsulstVol7ku8Hc9dHV1s9UJotrm7D0r3Ybh7hgY61jJuCfDifTlu0++y1YttufK6lhbdKpuwS7d7C4SAuYdrRtJIwOS+m\/XibhrpanFTc5r8HzSDuq+XanppM7S5sYfsaHkkbWgNzz5nAyvntXFW3Xu+6ctlmt7pG3y1U91ikqquOnd0Mr3NLY2OyZZGBjnPa3qBbzO4IL5aLbQWe10tqtlJDR0NJE2GngibtZGxowGgdgC+1aa4c8Q7rTUttpNQ2m4z0Ny1Jc7VT3qSpje0zCtquhjMed4ZtjEYdjkWgYAwVduJOsG6PtcNe6lopo5XuaTVXKKjbuDSWtaZPjPcRgAD0kgc0FvRasbxbdcnUMel9JXK8PrdOw6gYO6IYAyCRzm9G4vOBIC3GBkHnzAGVyuHE333tz+9CxXK6tOn4bzPMyaOB1NDUsc6AAPOXylrHu2jAG0ZdkhBtFMjtWrKbWVwsPuY7RrSYuudzbpqiqN1S4np6iSGMB0h68F7wXHsys\/ZNPXfT3dV7uWtL7f6ltI8y0tU+mgpHPABLmMEY6IZbgZeQATknrQXRFqKn42WiSyXysdRQyz2eaijnNJcop6XbVyGNkjqkYYxjHNk6QuGGhmeYIXRV6y1Y7ifbRbLLU3MVWk5qwWmmucPQF4q2NEvTEhhJYQGkde7yAEoNyICD1FUe76sF34I3DWtglmpe6dPTXGifI0CSImnc9hI5jIOO0cvKqZoPWHvLo+W81VXxBvdfVNoaamo75RtphUVU5LWMpnOijaQXHxnEkNaA48usN1otZ0\/FF8dTdqG76ZrLfXWu42ugniNVHK15r5mxxvY5vW0bgTkA9YwMLjq3X8UWpKmwxtulJJbL9ZqOSemfDicVjgQ0h7TiPyPxhxHxSEGzkVAs\/EmkuU9ot8VtmZda671lsnojM0uozSb+mleRyLABGRjr6aPqycUXX3F03DRGtbTbZI7ZfrfYJLjBPbrpFV9HteGPBfH8SRjnMyOY8bkTg4DfKLVutOMth0xqS4WmqZE6O0yU0dxkkr4YpmmYNdmKFx3zBjHse4txyJDdxBA5y8V3R3qpifpavFno9QMsFVc+6YdsdQ9zGscI873M3SRgnkRu6jgoNnotOWnirfqW26yueo9OxRUlmvvvbTPiq4w1u4wtAmechjW9LvfKcNDT1ZHPaGnK6a6WSluFRTxU76hm\/ZFUtnZtJO0tkbycCMEEeQoMmiIgIi1TxbvV7turrQKi9VumNLxNZUOvFPR90Quqt7mdBVnOIoNrmnc4AFx5vZsG4NrIoaQQCDkHyqUBERARYLV9NXz2wOotSP06yB3TVNWyGGQiJrXZGZQWNHUS4g8mnq61qeXVPESv4e6Wu0dVd4aeZ9bJcbrarLHPUT0kZcKWcUzw7b0zdkha0EjPIAHkG9UWvNX6pq7Zwhobzp+7xXWsuDaClobpNC3ZK+qliibUuY0Nb\/3nSbQAMjHIKrX3WGrrHebroYXkVlxkuVpprdd5qaLpIYK4yh5fGxrY3Pj7mnLfFAO6MEHnkN2ItLVetNVUt0qtDG7tkuffXS2mK8mljEjKWekNZuMeOjMwaySIHaG82OLScg3XhdeLrXx6itV5qxW1dhvUtu7sETY3VMfRRTxuc1oDQ4Mnaw4ABLCQBnAC6IiIB6l5w44kd6eqB+\/n9U1ejz1LzlxxA70NUHlnu8\/qmqr5U92jev+bfxtO+PzDH8FiPB7SfSaj+tXMEKncFGg8PKQ\/vNR\/WroGj0KixPfl0OftpOJ9U\/lw8VMNXbsHo\/mo6Mdo\/msNbU6UOvDexPEXZtHaE2DtTWdKHDCnC57R2hNvpUdE6TrwUAK7MDtTbz61HROk63A4K0\/TD\/SIlH71L+mK3I4Daea07SAfCMlH71L+mK98GNVW5a8mTeMb6KnpfhaMWiu+nv\/AKI1cFUuGOPeuux8+d+XGraumyfcUbofPs5rx694iItlrCIiAqxrXSNNqSe317LhXWm72t73UFxonN6WLeAHsLXtcx8btrdzHAg7WnkQCLOqHrXVFfY+ImmqES\/5sqbZdautibG0vkNO2BzNrj1Y3v5ZGcjPUg66zh7XV1VZLnV60vEl6tPdEYr201Kx0kM\/R9LGGCLazPRMw9o3DxuZyuik4W01NbtL2XvguMlk04KV9PRSQU5Mk1PIHxSmXo+ka7IAcGkBwyOouB6KbjDapbbHc5NNakp6aqsk18t\/SQRb66mhDHS9G0SEh4bI1wa7buBGMrJXvilpi0y1DXPnq44aKjqump3RmOQ1chZTRNc54G9+1zueGtYNznAc0Hazh1a2Wez2zu2uMdqv8t+idlu580k88xY7ljZuncOWDgDn1r6NZ6LbqG+Wi9U18uNnr7WyeFk1I2J2+GbZ0rMSMcGuPRtw9uHDn2rD03FyxT22Cpittznq5bw2y9xU3QTyCqdAZ2DeyQxljmYIeHYGfG24dj4q3itPJPp+K0aXuU01bqCostzpZehbNSTQwSyOYD0oY5x2NcHBxaWZ57sBBmNI8NbRpqqppaOuuEvc2n47CwTOYcwMkc9rzhoJf45Gerl1L4IeElDR0dBS2jUt8tccVlprJXGmdFur6WCNzI9xcw9HIA537SPacOI7CPtl4mWuOsc73ovBszLuLO+8iFncrasyCLbjd0hZ0x6IyBu3fyzjJHXLxUskVLfK99pvTbZYrgLdXVxhjETJe6BC8jx9zmMy2R7sYDDnmQ4AM9QaRs8HDul0LVxOr7RDao7W9k58aaFsQj8YtxzIHWMc+rCwjeHlVU2O6acvmttQXmxV9vkoO5altP0rGPbtLjO2MSPeBnBcT6dysdi1HR3q9Xu2UcdQTZqmOlqJ3NHRPmdE2UsYQckta9m7IGCceQrOINfW\/h5cKFt2q4tcXd16ulJSUkle6lpCIo6d0xa1kPRdGGkTPBGPSMFd2iOGlk0jdLfXWyprXmhtc1tYyQs2ObLU90PfhrRg784DcNAOABgK9ogqls0TbqDhdHw+jqqp1vZaDauncW9MYzEY93Vjdg56sZ8ixD+HE1Xp1ljuesrzWwU3cz7dIaeljkoZqd7XRSscyIZcC0Ah2QRkEc1sJEGoLbwyutZe9aRagu1wljuhtE9FeGvhZUGppBvEjY2t2M2SNYQ0twefXklZaDhRQmsqbjcNQ3i419Xcrdc6qom6Ju+ajOWANawNaw4ALQOQHLmSTslEFQp9AWKHWV61QDU91Xel7mmj3gRx5a1sj2ADLXPbHCHHP\/dNxjnmpw8ELW6yPtNdqi+VkA09Lp2n3CBgp6Nz4nNDQyMAvb0TQXnJd5eoY22iCnVOjJY9XTais+pLlae7pYpbpSRRQyxVjo2CNrv2jHOjcWNawlhGQ1vIEZXzz8NrTNbrlQurq4R3HUUWoJXAsy2ZkkUgYPF+JmFo7cE81eUQUaLQlVQzanfZdVXG3Nv1WK0sFNTzNppy1rZHN6Rh3Ne1jQWuyBg4xlZnQemaHR2l6TTttkmkpqYyOD5doc50kjpHHDQGtG55w1oAAwAAArAiAiIgKmcQNFTatmigm1FdqS0VEZprpbKeVjYa2nIfuYTsL2lxc1ri1wyzcORIIua1bxQ1PfLbrmyWmK9Uml7RI1k4utbQSVFPW1Be5ncT3h7Gw+KQ4FzgXOLQ34rgQ2dFGyKNscYDWNADQPIAuxEQEREFS4kaNbre0QWqpvNbQ0sdS2eaGCOJ8dVt5tjmZI1wfHnBLDydgZyOS67hpfUNVaqSjbxAvlNLEZG1FTDSUYkqI3HkP9VtY5o5Nc0D0glXFa74uaou+naq1mkrHWu1vhqZ7jdH2Oe4RUzYxHsD+iI6MHc525xxhhQcjw2pqigqdOT11TBpWK0UdutVBTTua+kfA8v7o3HOZQ5sO0nOOj553EKWcMqGe13Jt1vdzuF6uFZTV0t4cIo5456bb3OY2NYI2tZszt2kEufuzuK+nXWpq+x6GttXaqihuFzudTQ2+jqywmldLUyMjE5a12TGNxftDufIZ55VTm19qqjuNbop09vqL83UNHaKW6OpS2LoailNUZXwh3ORkcczQA4Nc4MPIEhBY28MqE2OWGe93Oa9yXRl4N8d0YqW1rGCNsgaG9GGCMdH0e3bsJBySSrBonTNPpi21FPHWVdfVVdVJW11bUlvS1NRJjc9waA0AANa1oADWtaByCoEGvdTzVEWjmzW8ahdqeaxm5dAei6CKjFY6oEWcdJ0T2M27tu8l3xRtVw4X6huN+tNzhu4pzcrPdqm11MsDCyOcxOGyUNJO3cxzHFuTgkjKC4IiIB6l5w44\/7p6o+nn9U1ejz1Lzhxwz3p6o+nn9U1VfKnu0b3Qc2\/jad8f\/UPg4L58HtJ9JqP61c+apnBbPg9pPpNR\/WrnzVFix\/OXQZ74nE+qfyYU4wFx8bKk7lhZqy5KOagZyuSWA7h1hPG7FzLggc30rEu68uz1KcnsXZub2KMtSxd1u3YOAtQUufhEy8ufdUv6YrcTnDHJafpT\/pFyn96l\/TFe+D2VblpyZ2Y30Vfp6Y4XZ96a\/Ix\/l7\/AMuNW9VHhec2mu+nP\/LjVuXTZPuKNz59nO\/r3iIi2WsIiICqWrtHQ6h1BbrtJcJqZ1Db6+hEbYw4PFU2NpcSeot6MYHlzzVtVJ1hquqsevdPWktiNtrbdc6yrPRl0o7mbAW7MHH\/AHj8jBzy6kHG0cP6S3zaNc64SVDdL2WW0NY+JuKpkkcDC93YcU45Dl4x7FgqbgtZINC1mmO755nvr4qykrKiCOZ9P0G1tNFseC18ccbBHtd8Zpd1F2V9lNxk0lPbpLiYL3BSe9L7zSzTW97G1lJG1jppIc\/G6MSN3DkcHLdw5rNXjiBpy111RSyzVVRJDR01We5ad0weKmUxU8bdud0kj2u2tHkBJwOaDHUnDqNtLZI5au20z7Ve23YC12llHDKWwviEZYHOx8cndknljqXzz8MSyeStt2oJKa4N1TJqOnmkpGysjfJAYHwlmRuaWOdzyCCQfJz+x\/E+yNtUdR73Xx1yfXm3CzChPdwqRD3QYywnbyh\/abt20txgkkBdNRxJFNxDuem6vT90jorfZIrq+u6DIAcJnOBGeQAi2g9ZfubgYyQ6pOGUr3yWx2pak6Ylvfv0+19ys39N0\/dJiE3WITUftNu3d\/w79vJd9x0xTWDQOraKSgr9TxXqrrKiS307Gtll7rfgwtJIAaN\/xyRgZcepfG3jNpmUYpbRqipkko23Gljhs8rnVdGcbqmIeWNuQDnDvGbhp3Nzk77xO0zbKSkrIhcrpSz29l1kmt9E+dlPQvBLamQjG1hAJAGXHa7DTg4D6uE+mKrSWhLfarjVd23UsM9yqs7unqpDulfk8yNxwM\/8LW9St61\/fuLWk7PXVtPN751MduZBPcKqkonzQUdPMzfHPI9vLoyM8xk8icYBI6aXihSR6n1nQXm1V1ttelmNkmuT4i6JzOhEjnHHMcneKACXAZ8uEGxkWI01d3Xu2d2utV0tTulcw09wgEUvLy4BIwc8jn\/qsugIiICIiAiIgIiICIiAiIgKj8SdH3jV7G2yPVE9vsFbC+kvFAylheaiBzXh3RyOYXMectaT5G5Iw4Aq8LWnEXVt8t2v7Jpq21los7KiLuptVdi5sNxfudGaKJwGBIARIee74m1rgX7Q2RFG2KNsbBhrQGtHYAuaIgIiICq+sLLqO77orPqn3lppad0E7W29k0njH48b3OGx4HIZDm+XCtCpXFvUt90np+mu9oorfURCvpYKs1UrwWxzVEUPiNaPGdmXPMgDb5c4QYmfh1WVdtqNNi6SW2w2yltsOmmw7JJaOakO8VLtzfGduEbdpJBbGerecc5OGfTU9ZcKq\/yv1LU3iC8NukdK1jIJoYxDGxkO4joui3RlpcXOEj\/GyQRmuLGpp9I6LqL1SmnbUNqKeBj6mCWWKPpJmMc97YvHLWtc53LsVbdrm91Fu0zQ2a7aau911NV1DKS409PL3FBBDE6SRzoulL3vBbs2b2+M7mW7SCH2t4aGKhZVRX6VupG3x99N0NO0tNS+PoHMMOf9SYMRbA7OGg7tw3Kx6F01Fpazy0QrJa2qqquauraqRoaZ6iZ5e920cmjJwGjqaAOeMqj23iFqm\/CzWG00VnodR1Mt0ir5anpJ6SA2+ZsEpY1pY9\/SSSR7cubtaXE5LcOunDbUj9XaMt9+kpBRzziSOeAP3tjmikdFI1ruW5oex2DgZGCgsyIiAepecuOTh3oaoGOfd5\/VNXo09S848cWgaR1QQefd55f\/AOpqq+VPdo3r\/m38bTvj8w+Lgo4Dh5SAj+81H9auu9vYFSeCrQeHlISf7zUf1q5lje0qjxL9OXQZ+I0nE+qfy57m9g\/km5vYFw6MHyn+aGMdp\/msNbV1OZLexccjsCgR\/wAf5qdn8VGtGo3jsUh47AuOG9qYb2qIuytDluHYFO5uOoLhhvamG9qa0anMuaQeQWnqUj4Rkxxy7ql\/TFbeIYAfGWoKbHwipufLuqX9MV7YN7VblryZGrG+ir9PTXDAg2muwMf5c\/8ALjVuVQ4XY96a7Bz\/AJc\/8uNW9dNk+4o3Pn2c7+veIiLZawiIgKma20bLqLUtru7K9tM2httxoTG6EvLzVMiaHZ3DG3o+rBznrGFc1Tdb6lutHqC06U01S0c16ukU1T01Y53c9HTQ7A+V7WkOeS6RjWsBbkkkuAaUHw2fh53G\/RHdVwhqo9NWCezzxmnwKzpY6dhfzcdo\/YHxTuzv6+XOu0nBKkg0LU2Ca6Q11cK+mqqOqrKPpY2R0rWx0tPLHuHSRtiaWOGQXb3uG0kY773xWuOjLTqNms7G2a62JtJMw2psjoK+nqXuZHK0EOdDh0UrXNfkAsGHHcF9Vw4t2q061qqS8PqKWyCwUd1gkNqqjUR9JNUslfMwMLoo2thYSXtbtycnnyDruPDKeq0PUabhtuhqXumqdPIIbLKyJhEYbHKzbMHCZjhneHA4w0bfjL6p+HN399H1EepWVbKrSjNO18ldTOkqJnRibZUh4eBuc6ZxeCDnHIhWC\/6+0rY61lJcLk9shhZPLJDSyzxU8T3bWSTSRtLYWOOcOeWg4J6gSPqturbHcNVV2maKqmnudv8A9rjbSy7IPFa4B8m3Y0uD2loJy4ZIzg4DB2nQU9BdbDXPujJferS0lgc0QEdK57qc9NndyA6D4vM+N18udWPBZlPTWToHaculRRaeo7JVe\/VoNTFJ3MwtjmjAka6Mne\/c3JDht5gjJsPEziFPpPUlmt9NR09RSvc2ovU0jnA0dG6eOnbIMDGeklB8blsjkP8Awkiy3DVlnoNSU2nZpauW51DGSCKmoppxEx7yxr5XMYWxNLmuAc8tB2nsKCpXzhi+40GvqOG509JFqm109vhZHSENo+igdFnG7xh4wIAxgDGSsjBoy6UOpNVXSguFrkptQUcLX01bQulEdTFCIQXYkAfCWDmzAOf+LHJffTcQNKz0tzrmXCZtBbGufUVslHMylcGvLHdFM5gZMQ5pbiMuOeXlCwuqeLenrPpqS8wUt3q3Q3Omt09GbZUxVMD5nMwXxOi3tGx25uW4ecNaS4gIMvwr0jPo2xVdslrYZYpq6Spp6amjfHTUUbg0CCFr3OIYC0uxnGXuwAMAXBVmi1vYKy\/QWOmkr5a6WOOR7G26oLafpIzIxs79m2B5YM7JC13McuYzZkBERAREQEREBERAREQEREBULirpO\/6xoX2CC6W6GwXOLuW5xT0AlniZteTNA8vAEmejaNzTt+OOYwb6te621heKPXto0jp+G2islg98JvfKq7nbWQhzozBTna7dKDh7uXigNz8fIC\/RMEcTYwXENAALjk8u0rsREBERAVZ4jabfqzSstkjrG0bn1dJUdK6PeB0FTFNjGR19HtznlnPPGFZkQU4w6+muF9kpqy1UcHd0TLXHWUhmBpmwt6VzjHI1258pdjJ8UNHi81XKThdcKBlBeaG+0Y1RBe6m8VFQ+hd3HM+pi6KaJsIk3MZs2YO8u3M3OLi52dqKn8V9WTaO0xHc6VlsM89bBSRuuNX3NTM6R+HPkkwdrWt3OPLyIMBRcN7tZ2WW52TUNKNQ0Utxlq6iroS+nrHV8gmqP2bXtdGBKyNzcOOAzac7iVb9A6bg0jpKg0\/BUy1fczXOlqJGhrp5XvdJLIQOTdz3udgchnA6lV5tZapNJp210NBpy4ahvrKmphkpblI+2x0sOwum6Xo9789LC0Bret+c4BVl4eamZq\/SNFf2Ub6J8\/SRzU7nh\/QzRSOilYHD4wD2OAdgZABwM4QWNERAPUvOHHDPelqjn\/fz+qavR56l5y44j\/shqg\/v5\/VNVXyn7tG90HNv42nfH5hj+CwPg9pMH+81H9aueHdqpvBUf\/T2k+k1H9aumFQ4vvy6DPfE4m+fy4+N2p43b\/0U4TBWDUujn2\/9FO5yYKYKDs8RRhvYuXR+lOj9KkvDicdijkufRjtUdH\/zJY1OJAwVp+lA+EXN2d1S\/pitxGPkfGWnaZv+kZM3P96l\/TFe2F2VblpyZ2Y30Vfp6Z4YAC012Pnz\/wAuNW5VHhg3baq4Zz\/lz\/y41bl0uT7ijc+f5zv694iItlrCIiAqTrfTV6qdR2jVulqmgjvNshnpHQV24U9ZTTFhdG57AXMcHxsc1wDsYcCDuyLsiDUl+4b6k1Lp7VtTerpbY9SX+kpqWCOAPdR0UNM90kUQcQHv3PfI50hAPj4DcN55Ou0dqK612pLncJbZT1V80nBZzDBLJJHFUtdVlztxYCY\/8obg4zydyHLOyEQaRm4S3imqGPiprDe6ets9DbrnTV9bU0zGup4jE5zOiaRKx7HHxHgYx14cQNiaN07VWS\/arrpZYHQ3e5xVVNHGTmONlHT0+12R15hJ5Z5Ec1akQau1JwmodXXvVtx1VUVEvvtTx2+3tpK6eIU1IyIgB7WlrXuM0kr8ODm\/F9K6q3Rmta+4aUuEs9npLvb6WjiuV8pa2obUS9G7dURdDsDJopMEASnxDI5wGWgnayINKVfCnUd0i1LSSVdqsNvuTY5ae20NTUVNK+sjq21Lal7HhnQl2xrXtixu3udu3AFfbPw6vlVpC7RstenLTqKoraCqhkhuFVVRVHckzJmMmkkYHtbu6Ro2g7Q7PM8lt5EGtanSGp6ridbNUwx2ezNj6I3Sooa6odLcWNge008sJY2J7RI8FsriXtawAAZIWykRAREQEREBERAREQEREBERAWuuMOl7\/rGjZYKWGxPtFc0Qy1NVTOfVWx+Hk1UJ3gF4wxrAAC15DiSAWrYqIOuJnRxtZuc\/aAMuOSfSfSuxEQEREBERAWC1cNRe90fe3RWatqulG+K6TyRRFmDkhzGPO7OP+HGMrOog1HaeHGotOU9juthqrPPe7fUXOWekn3wUL47hMJpYoi1r3RtjeyPadpyGuBA3ZF24babOktG0NikqxVzxGWaomaza1800r5pS1vMhu+R2ASSBjJJ5qzIgIiIB6l5x44k96OqB5O7z+qavRx6l5x44kd6GqBjn3ef1TVV8qe7RvdBzb+Np3x+YfDwVcRw8pAPnNR\/WroHFUvgqQOHlJkf3mo\/rV0y3sVDiT\/OXQZ62k4m+fyFxUbypJao5LC7UtCekKjeVOW9gUeL2KbyOYkd2J0jj5FO5vYUOzPUVjF\/E\/wCOJe7sUb3di7PEx1KPF7Cp\/wCpdZe7C1BSk\/CKld5e6pf0xW4yGkH+C07TAfCLmH71L+mK9sH\/AC3LTkzsxvoq\/T0xwvJNorifnz\/y41b1UeF4xaK76c78uNW5dNk+4o3Pn2c7+veIiLZawiIgIixF+1HYNPmA36+2y09OSIe7auODpCMZDd5GcZGcdoQZdFi7DfbLf6R1ZYrxb7rTxyGJ81FUsmY14AJaXMJAOCDj0hZTPPCAi65ZI4Y3ySPaxjGlznE4AA5klfNZ7nQXm1010tVZDW0NVGJIJ4XhzJGnqc0jrCD7UXwW26Wy5io97rjR1vc0zoKjuedsnRSt+Mx20na4eUHmF9+R2oCImR2oCIiAiIgIiICIiAiIgIiICIiAiKk6psWnhdIKq66hv9BLc6kU9PHDfqqnjfLsJDGMY8NadrHHAA6j5SguyKn+D62f+Oav\/Etb\/wCong+tn\/jmr\/xLW\/8AqILgip\/g+tn\/AI5q\/wDEtb\/6ieD62f8Ajmr\/AMS1v\/qILgiod00hpy1UT626ar1LQ0rMb5qnVVXGxuerLnSgBdrtE2KOOJ79SapayZzWxuOqKwB5d8UA9LzJ8mOtBd0VIrdE2GhpnVVbqbVNNAz40k2qKxjW\/wASZcL4n6f0dHRR10mtr62klcWxzu1dUiN7h1gO6bBIwg2IioE2ldLxCi6bV2ooxXuDKPdquqHdDiMgR5l8ckc8DPJZ3T+lqKy1xq6e5X+peYyzZW3eoqY8HHPZI8jPLrxnr7UFiREQD1Lzjxxae9HVDv38\/qmr0cepecuOL\/8Ashqhv7+f1TVV8qe7RvX\/ADb+Np3x+YfDwVYTw8pD+81H9aufRlUzgo8Dh5SD95qP61dOkCocWP5y6DPzOk4n1T+QR+koY\/SnSfwTpR6FhaGprR0fpK5dH\/FQJAp6T+CWgvKA4dgU7x2BRsHpTY30qbJ1G\/8A5QnScvi\/9FOGqCAomDUgycjyWn6Z3+kVK7H96l\/TFbgLW4K1BSgfCLmHk7ql\/TFe2DGqrctOTLWxvoq\/T0xwvdutNef39\/8ARGreqjwwAFprgPnz\/wAuNW5dNk+4o3Pn+c7+veIiLZawiIgLUnuqaajr+FT7RJT0slwvFwo7PQOkY0va+pqI2O6MkcnbA48vk+hbbXzVVLT1PRCppop+ikbLH0jA7Y9vU4Z6iPIRzQeduJesauxX3XFrsepqfRg0zSU0lmtFDR04lvldNHuaSxzC6SMu2Q7YwDnJJ8UL4bzqq8WbiTxG19V3h5u2k9M0MQ0+JY3Q9LND0kjSNu8wslkidvBBJyC7AAHpKotltqLjDcKi30ktZTjENQ+FrpIx\/wAriMjrPUfKklstslVPVSW6kfPPD0E0roWl8kfyHHGS30Hkg8w6g1tqCjoeIzPCMdU0VDouNs8sTYI6cXSrkdFGaZ0TRhjRtaBucS44JyDjbWtrlVcNeC9qsGnmGa\/upaWw2KElu6WrdGI2OPkwwB0jieWGFX5ljszKc0zLRb2wOaxhjFMwNLWHc0YxjAPMDyHmF9c9LSzVEE81PFJLAS6F72AujJGCWk8xkcuSDy5oKTUeiNO8UdOWIW3R94om2ma2+\/NdTndLJTNjkkfLnonSy9zyOBORvfzGMrI33iLXDQmhLtb9b32KzV8khuQfLRe\/ruknEUDmRmPbPC2QPaeibl7QCMjK9E19ltFw6Xu+1UNV0u0SdPTsfvDc7c5BzjJxnqyj7LZ31dLVutNA6opGBlNK6mYXwtHUGHGWgdgwg0Ja9da71TxvqbVRXyjtFFbNSyW426orqRgno4f9aTTuaaiWWUAuY5paxrcHn42a9p2\/Xu08G9Q61tXEPfV3fU1VNVQV1ZRxVDaaGd7JWUznt2tqXQMiIDwWgY2tGQT6eNntRuwu5ttEbiBtFV3OzpsYxjfjd1cuvqXzz6c09PD0M1itckXTGfo30cZb0h5F+CPjHA59fJB0aBqmV+h7JXxVlxrY6qghnZUXFjWVMjXsDgZWtAaH4IyAAMrPoiAiIgIiICIiAiIgIiICIiAtK8dhZbRqRurqqr0xdqugtPRzabvRY59TB0rnh1GDksqHuaWDxHCQtY07doK3UqbqSl1TV3qnnptM6XrYaCfprfUVl0mjmjcYywu2tp3Bpw945OPL\/oFuif0kbX7XM3AHDhgj0H0rsVQ7s4leb2kvvyo\/9qndnErze0l9+VH\/ALVBb0VQ7s4leb2kvvyo\/wDap3ZxK83tJfflR\/7VB28SBQPsjIqibTEVc6XNAb\/C2SnEoadxDS5pLthf8U5wT5MrStDbrI7g7wxq4qWGSW16uoqKlqy8SsOLkWSSU78AdDIW5ZgD9mWjqW2bpTa2usTIbpo3Q9fGx25rKm7TSNa7GMgOpDg4JXY7v9fDFA7SejHRQlromG8zlsZb8UtHcnLGOWOpB8XFSCzarsws7NV2G2VFuu9O+U18LKmITxt6ZsL4zIzLsFr8bs4GcYWvpaml1Doyy6iN44fWGWyOumylraBkttuTWTdF3VEOka6ON4jOHtD+Upxu5ZvUNg1LHDVU79DaIqY6yufX1AqrzPNvneMF\/j0h54AaOxoAHIL7Ku36vq3Uxq9D6DqDSgNpzLc5XdCBjAZmk8XqHV2BBqjUNbYrzbNW3HWNqoLVLVaAoKmx2+pDRJSB8dQXx07SARK2cxNOwB2RByB2hegdKe+feza\/fnHvn3HD3ZjH+u2N6Tq5fGyq3WRa4rainnrNH6JqZqZ++nklu8z3RO5eM0mky08hzHYFmbFUawlrC2+2qxUlLsJD6K5yzyb8jA2vgYMdfPPZyQWBERAPUvOHHH\/dLVB\/fz+qavR56l5w44f7pao+nn9U1VfKnu0b3Qc2\/jad8fmHw8Fh\/wDT2l+k1H9aueOSpnBX\/wC31J9JqP61dCFRYvvy6HPfE4n1T+UYHYo2qcJt9KwaiNqnam30pj0pI7g09qbVBHpUD4qXYw5BqnauHNRuKi9i0uRaMFaepR\/pGzD96l\/TFbfJOFp6lz8Iub6VL+mK9sHsq3LXkyNWN9FX6emuGIxaq76c\/wDLjVuVR4X\/ANk130535caty6bJ9xRufP8AOd\/XvERFstYREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREA9S848cQe9DVB8nd5\/VNXo49S858cnA6O1Q3H9\/P6pqq+U\/do3r\/m38bTvj8w+Dgo1x4eUmPnNR\/Wrptd2Km8E3AcO6QY\/vNR\/WroHjsVFie\/LoM\/8AE4n1T+XDa7sTa7sXZvb2IHBYQ1XWWuz1Jsd2LsLmpub2KLF3Xkpl3kU7fSowe1SnUZPYnjKQ09qFp9CXNSDnBWldU0eq6Dilcb9ZbHcJ3MqC6CYUD5YnAxBhPIYPWVupTzWdGJ0J7G3lM1OWqqnoxN4tMT4NY2TXXG2jgmZbNO1jo3Sl8mzT8r8P2tB6urkByWQ8I3ugPNuv\/DcvqW9uF\/8AZNd9Od+XGreuhy+DVXhU1RVMXhU5jlzL0YtVM5SibT4ejy14RvdAebdf+G5fUnhG90B5t1\/4bl9S9SovbR6tuXj7ey\/ylHD0eWvCN7oDzbr\/AMNy+pPCN7oDzbr\/AMNy+pepUTR6tuT29l\/lKOHo8teEb3QHm3X\/AIbl9SeEb3QHm3X\/AIbl9S9Somj1bcnt7L\/KUcPR5a8I3ugPNuv\/AA3L6k8I3ugPNuv\/AA3L6l6lRNHq25Pb2X+Uo4ejy14RvdAebdf+G5fUnhG90B5t1\/4bl9S9Somj1bcnt7L\/AClHD0eWvCN7oDzbr\/w3L6k8I3ugPNuv\/DcvqXqVE0erbk9vZf5Sjh6PLXhG90B5t1\/4bl9SeEb3QHm3X\/huX1L1KiaPVtye3sv8pRw9Hlrwje6A826\/8Ny+pPCN7oDzbr\/w3L6l6lRNHq25Pb2X+Uo4ejy14RvdAebdf+G5fUnhG90B5t1\/4bl9S9Somj1bcnt7L\/KUcPR5a8I3ugPNuv8Aw3L6k8I3ugPNuv8Aw3L6l6lRNHq25Pb2X+Uo4ejy14RvdAebdf8AhuX1J4RvdAebdf8AhuX1L1KiaPVtye3sv8pRw9Hlrwje6A826\/8ADcvqTwje6A826\/8ADcvqXqVE0erbk9vZf5Sjh6PLXhG90B5t1\/4bl9SeEb3QHm3X\/huX1L1KiaPVtye3sv8AKUcPR5a8I3ugPNuv\/DcvqTwje6A826\/8Ny+pepUTR6tuT29l\/lKOHo8teEb3QHm3X\/huX1J4RvdAebdf+G5fUvUqJo9W3J7ey\/ylHD0eWvCN7oDzbr\/w3L6k8I3ugPNuv\/DcvqXqVE0erbk9vZf5Sjh6PLXhG90B5t1\/4bl9SeEb3QHm3X\/huX1L1KiaPVtye3sv8pRw9Hlrwje6A826\/wDDcvqTwje6A826\/wDDcvqXqVE0erbk9vZf5Sjh6PLXhG90B5t1\/wCG5fUnhG90B5t1\/wCG5fUvUqJo9W3J7ey\/ylHD0eWvCN7oDzbr\/wANy+pPCN7oDzbr\/wANy+pepUTR6tuT29l\/lKOHo8teEb3QHm3X\/huX1J4RvdAebdf+G5fUvUqJo9W3J7ey\/wApRw9Hlrwi+6A827h+G5fUqfqO8cTL9QV1vuenq0x1UxfUCOzyMdvEgeeeOXjDqXtQ9RWn7iQLxc\/p8\/5hWhn6ZwqYmZvr\/tY8m8tYNeJM0ZaimY13iP8Aal8JKOtoNDU1NXUlRSztqJyYp4yx4BfkHBGeatnPsXMOamWqlq\/lN3pjYs4uJVXMds3cOaHOOpc8tTLVjZ53cBnCjBXZlqeKli6A30ptUeMpy5AITb6VGXKRuUBhQpIcgBWUC8cL\/wCyK76c\/wDLjVvVQ4X\/ANk1305\/5cat66vJ9xRuclnO\/r3iIi2WsIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAepacuX9sXPl\/f5\/zCtxnqWn7iD78XPl\/f5\/zCqnlfu6d\/wClvyP3lW79vl\/wUg+grlg9ibXdhVAv3HPoKZ9C5bXdhTaexC7iT6EyuW09ina7sQukPb8lC5vYf5Kct9CnLfQiHDeOxN\/oU5b6FPiehQjU4b8+RMn0rkS0c+SF7fQsk\/8AF24XnNorvpz\/AMuNW9VHhgQbTXEfPn\/lxq3Lq8n3FG5yec7+veIiLZawiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAq7qrUfvW9tNSNjlqTzeH5LWD04I5lfZqa8R2mh3DDqiTlEz09p9AWs55ZJpnzSvL5Hnc5x6yVp5nH6H8ae144mJbVCx9+t1+b0X\/AJHe0nfrdfm9F\/5He0qBdLxUUV0ZRNomPbJG58cjptodtBJHVy6l0W7UFTXPp2w29jjNG9+BPzaGnHPl5Tj+a1unj2vd59KvxbG79Lp83ov\/ACO9pUqpuc8lbVSlke6SokkOAcZLiT5VWKmXpNFz1EMlVEWVJwHTlxOSAQSMZHPqUUF3qa6urWU1CyWngke0TNn+OR1AAjy\/yWvnKa6qP5Te0tnLYuJhzM0ysvvjN8mP+R9ae+U4\/wCGP+R9axHC6aOR9LiIvjfVmNzahwl5FwB6x6VsqkoKd2p6hjm2p8G3aKdrGl7ceXGOXXz\/AMFp05a82\/3Zvxmcef8AKVM98Zvkx\/yPrT3xm+TH\/I+tZCK1w1FILpcKttJHUTFkTYoc88nngYwORXcdNNidXxz1pbJSN6TayLdvZjIPX\/HKx0eqeyEaVmNpiffGf5Mf8j6098Zvkx\/yPrWXrtN09JHUPkuEm2KBsoJgwHbiQB19eQq4sasKaO1E5vHjtqWHoW9n\/VDE30rsUO6142iHTXl19E3sP806Idh\/mua5KLJvLqETfKD\/ADUGFnp\/mu0IFOo6UrjwxaGWquAz\/tz\/AMuNW5VPhr\/Zdd9Od+XGrYuqyfcUbnK5zv694iItlrCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgL5rpXQW6ifVVDsNaOQ8rj5AF9KqfEn\/YqT\/8AI7\/9Lzxa5oomqGNc2i6o3avnuVc+qqD4zuTW+Ro8gC+REVLMzM3lpzrY+92mC6xwtle+MxPyHN6yCMEf4rrt1kp6CesmppHMfUZDTgfsus4b\/if+iyiLLp1WtfUXnsYDvaHvY+3e+M3Qvk6QjY3r\/wDmP5LDw2J9Jc6mpp7jLG6QuY5rY2hpxyBxjGc81d1hJf8AXS\/\/AJHf\/teOPi1WtdsYFU3l8mkKVunpWuDzWMZJ0jGSeKGu7eXpwrLDqHorvLc2W+HppG4PjuwD5T\/jy\/ksH5FC1utr7btmKpZiC9hlP3LLb4JqZsvSwxuc79mezOeY\/ioiv9Y28yXORkcjpGFjoz8Ut7P+gWIROtr8TpSytyvtZX25lHOG4Ehe5463cyQD6BlYpEWNVU1TeUTMz2v\/2Q==\"\/><\/p>\n<p>It&#8217;s calculated by dividing a company&#8217;s total liabilities by its shareholder equity. The D\/E ratio is an important metric in corporate finance because it&#8217;s a measure of the degree to which a company is financing its operations with debt rather than its own resources. Debt to asset ratio analysis is crucial for investors as it helps assess the financial leverage and risk profile of a company. A lower ratio suggests stability and a conservative use of debt, while a higher ratio may indicate potential financial risk. This insight enables investors to make informed decisions about the safety and potential returns of their investment in the company.<\/p>\n<h2>How Investors Use Leverage Ratios to Gauge Financial Health<\/h2>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"606px\" alt=\"debt to asset ratio: definition &#038; formula\" src=\"data:image\/jpeg;base64,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\"\/><\/p>\n<p>This ratio explains the portion of the capital structure of a business that has been funded by debt. It is used to calculate the risk level or leverage if the company and also shows the obligations like interest payments on bonds or loans. The debt to asset ratio shows what percentage of the company\u2019s assets are funded by debt, as opposed to equity.<\/p>\n<p>For instance, what is considered a stable ratio in <a href=\"https:\/\/www.accountingcoaching.online\/debt-to-asset-ratio-definition-formula\/\">debt to asset ratio: definition &#038; formula<\/a> manufacturing may differ significantly from that in the tech industry. Of all the leverage ratios used by the analyst community to understand the financial position of a company, debt to assets tends to be one of the less common ones. The total funded debt \u2014 both current and long term portions \u2014 are divided by the company\u2019s total assets in order to arrive at the ratio.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Debt To Assets Ratio, Meaning, Formula, Examples While it has its limitations, it can be very useful as long as it is used critically as part of a broader analysis. Companies that have taken on too much debt, and in turn have high debt to asset ratios, may find themselves weighed down by the burden [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"spay_email":""},"categories":[194],"tags":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v16.0.2 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>debt to asset ratio definition &amp; formula 5 - IRST<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/irst.world\/home\/debt-to-asset-ratio-definition-formula-5-2\/\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"debt to asset ratio definition &amp; formula 5 - IRST\" \/>\n<meta property=\"og:description\" content=\"Debt To Assets Ratio, Meaning, Formula, Examples While it has its limitations, it can be very useful as long as it is used critically as part of a broader analysis. Companies that have taken on too much debt, and in turn have high debt to asset ratios, may find themselves weighed down by the burden [&hellip;]\" \/>\n<meta property=\"og:url\" content=\"https:\/\/irst.world\/home\/debt-to-asset-ratio-definition-formula-5-2\/\" \/>\n<meta property=\"og:site_name\" content=\"IRST\" \/>\n<meta property=\"article:published_time\" content=\"2024-06-03T11:37:19+00:00\" \/>\n<meta property=\"article:modified_time\" content=\"2025-08-27T13:45:28+00:00\" \/>\n<meta property=\"og:image\" content=\"\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:label1\" content=\"Est. reading time\">\n\t<meta name=\"twitter:data1\" content=\"5 minutes\">\n<script type=\"application\/ld+json\" class=\"yoast-schema-graph\">{\"@context\":\"https:\/\/schema.org\",\"@graph\":[{\"@type\":\"WebSite\",\"@id\":\"https:\/\/irst.world\/home\/#website\",\"url\":\"https:\/\/irst.world\/home\/\",\"name\":\"IRST\",\"description\":\"Institute of Research Science &amp; Technology\",\"potentialAction\":[{\"@type\":\"SearchAction\",\"target\":\"https:\/\/irst.world\/home\/?s={search_term_string}\",\"query-input\":\"required name=search_term_string\"}],\"inLanguage\":\"en-US\"},{\"@type\":\"ImageObject\",\"@id\":\"https:\/\/irst.world\/home\/debt-to-asset-ratio-definition-formula-5-2\/#primaryimage\",\"inLanguage\":\"en-US\",\"url\":\"data:image\/jpg;base64,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\"},{\"@type\":\"WebPage\",\"@id\":\"https:\/\/irst.world\/home\/debt-to-asset-ratio-definition-formula-5-2\/#webpage\",\"url\":\"https:\/\/irst.world\/home\/debt-to-asset-ratio-definition-formula-5-2\/\",\"name\":\"debt to asset ratio definition & formula 5 - IRST\",\"isPartOf\":{\"@id\":\"https:\/\/irst.world\/home\/#website\"},\"primaryImageOfPage\":{\"@id\":\"https:\/\/irst.world\/home\/debt-to-asset-ratio-definition-formula-5-2\/#primaryimage\"},\"datePublished\":\"2024-06-03T11:37:19+00:00\",\"dateModified\":\"2025-08-27T13:45:28+00:00\",\"author\":{\"@id\":\"https:\/\/irst.world\/home\/#\/schema\/person\/938a612756c68edc1c9c261f230c4821\"},\"breadcrumb\":{\"@id\":\"https:\/\/irst.world\/home\/debt-to-asset-ratio-definition-formula-5-2\/#breadcrumb\"},\"inLanguage\":\"en-US\",\"potentialAction\":[{\"@type\":\"ReadAction\",\"target\":[\"https:\/\/irst.world\/home\/debt-to-asset-ratio-definition-formula-5-2\/\"]}]},{\"@type\":\"BreadcrumbList\",\"@id\":\"https:\/\/irst.world\/home\/debt-to-asset-ratio-definition-formula-5-2\/#breadcrumb\",\"itemListElement\":[{\"@type\":\"ListItem\",\"position\":1,\"item\":{\"@type\":\"WebPage\",\"@id\":\"https:\/\/irst.world\/home\/\",\"url\":\"https:\/\/irst.world\/home\/\",\"name\":\"Home\"}},{\"@type\":\"ListItem\",\"position\":2,\"item\":{\"@type\":\"WebPage\",\"@id\":\"https:\/\/irst.world\/home\/debt-to-asset-ratio-definition-formula-5-2\/\",\"url\":\"https:\/\/irst.world\/home\/debt-to-asset-ratio-definition-formula-5-2\/\",\"name\":\"debt to asset ratio definition &#038; formula 5\"}}]},{\"@type\":\"Person\",\"@id\":\"https:\/\/irst.world\/home\/#\/schema\/person\/938a612756c68edc1c9c261f230c4821\",\"name\":\"INSTITUTION OF RESEARCH SCIENCE AND TECHNOLOGY\",\"image\":{\"@type\":\"ImageObject\",\"@id\":\"https:\/\/irst.world\/home\/#personlogo\",\"inLanguage\":\"en-US\",\"url\":\"https:\/\/secure.gravatar.com\/avatar\/f6487287143152aaa98fd4e570c948cf?s=96&d=mm&r=g\",\"caption\":\"INSTITUTION OF RESEARCH SCIENCE AND TECHNOLOGY\"}}]}<\/script>\n<!-- \/ Yoast SEO plugin. -->","jetpack_featured_media_url":"","_links":{"self":[{"href":"https:\/\/irst.world\/home\/wp-json\/wp\/v2\/posts\/7412"}],"collection":[{"href":"https:\/\/irst.world\/home\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/irst.world\/home\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/irst.world\/home\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/irst.world\/home\/wp-json\/wp\/v2\/comments?post=7412"}],"version-history":[{"count":1,"href":"https:\/\/irst.world\/home\/wp-json\/wp\/v2\/posts\/7412\/revisions"}],"predecessor-version":[{"id":7413,"href":"https:\/\/irst.world\/home\/wp-json\/wp\/v2\/posts\/7412\/revisions\/7413"}],"wp:attachment":[{"href":"https:\/\/irst.world\/home\/wp-json\/wp\/v2\/media?parent=7412"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/irst.world\/home\/wp-json\/wp\/v2\/categories?post=7412"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/irst.world\/home\/wp-json\/wp\/v2\/tags?post=7412"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}