You’ll have to look at several factors to find out whether you must sell an choices contract or exercise it. Once the asset’s price has fallen below the break-even stage, you can promote the options contract?closing your position?and collect the distinction between the premium you paid and the present premium. Alternatively, you presumably can exercise the option to promote the underlying asset on the agreed-upon strike value. Opposite to call choices, a put provides the holder the best, but not the obligation, to instead sell the underlying inventory on the strike price on or earlier than expiration.

ul> <li>Q.ai. Q.ai offers advanced investment strategies that mix human ingenuity with AI know-how.</li> <li>Options buying and selling is usually used to hedge inventory positions, but traders also can use choices to speculate on value movements.</li> <li>This strategy may also be appropriate for longer-term investors who would possibly like to purchase the inventory on the strike value, if the inventory falls below that stage, and obtain somewhat extra cash for doing so.</li> <li>Your exit point will be more straightforward, like when your option is in-the-money.</li></ul> If it doesn’t, that’s a $500 loss, or one hundred pc of your funding. An options contract isn't an obligation to purchase or sell the underlying security. You also have the choice to let the contract expire, therefore the name. However, when buying options, you’ll pay what’s generally known as a “premium” up front, which you’ll lose when you let the contract expire. To higher comprehend the world of options buying and selling, there are a lot of assets that can assist educate keen buyers.

h2>What Are Options, And Why Ought To I Think About Them?</h2> Options trading requires an understanding of advanced strategies, and the method for opening an choices buying and selling account includes a few extra steps than opening a typical funding account. Trading inventory choices can be advanced ? even more so than inventory trading. When you buy a inventory, you simply decide what number of shares you need, and your broker fills the order at the prevailing market price or a limit worth you set. This strategy can also be acceptable for longer-term investors who may like to purchase the inventory on the strike value, if the stock falls below that level, and receive a little extra money for doing so. The downside is a complete loss of the inventory funding, assuming the inventory goes to zero, offset by the premium received. The lined call leaves you open to a major loss, if the stock falls.

div style="text-align:center"> <iframe width="567" height="317" src="https://www.youtube.com/embed/GILCjKEsAU4" frameborder="0" alt="Options Trading for Beginners" allowfullscreen></iframe></div> When buyers combine the two collectively, they've more possibilities than in the event that they traded shares alone. Options can act almost like an insurance coverage policy, Callahan explains. For instance, if a stock you personal decreases in value, buying sure sorts of choices may help cancel out any potential losses on your shares.

h3>Instance Of A Name Option</h3> There are good trades, unhealthy trades, successful trades, and dropping trades. There shall be good trades that end up to lose (and that’s okay), and there shall be dangerous trades that end up to win. The key's to comprehend that the highest chance of success lies in making good, strong, sound trades. Banking services are offered by Morgan Stanley Private Bank, National Association, Member FDIC. Suppose you may have a coupon from the Purple Pizza Company that allows you to buy a pizza for $12, and it is valid for a year.

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RRQZRelXmbVnZtSTzB+pbPrufCCIyI4dsO5L0pqo1BtmoYtmm?/o84pN0ywPNtm/Id6uZ8BtFtJZurXzPXeOf47tc6FxgoP+X6LcYRsqJGiWuvno0fNQHAeUeCstaSKVhaiNtajd2Zds4+8ofVLWRufAWA6CNjENPmFoUQpWwJHcInCkFRsEw21tg+aEEbRz?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?+8QD70UjwZEGl4pt/08r965Fv5wV9rDWWWI6m44lCvMHZdq55uujs0W7/SUPZFQcGItS8U/w8r965FBFfocnVcLjOGNkGyVc4+aXx27wRf4hS3ifwhiXGWEKVIYYo79RmGamHnG2QLpR2Tg1G55XI9sUXg7hxzIrlclJeuYedpdNDqTNvzDiEkNg3UEpBKiojYbWuRcgQV+YOY+G8tKZL1fEy5lMvNP+bN9g12h16SrcXG1kmK9muLbK5lF2JeuTJtyRKJH3yxDtLPUsi3ImXHXZT9ncY2ipsLFLhlNvMu6z7E5nXnbLtVzTExLycs5MzLqWmWEFa1qNkoSkXJPgAI534trDGIcYVyvSoUGajUZiaaChY6FuKUm/jYiLEzV4jsR5iST2H6RI/MajPXS8gOa35lN9gtVgEpPVKfUSRFStp0i0T8Oo3U4Ln6lbXYTZapwGOSprcpH2Fr3sB1kZXJ6ur2fXSPhTYO8ZOUPqcA43cojmI04TqnzMbSXFTXmq9AQOa+W6R+25RZuc1vnFbx88UFuK4NvkLm1z1K4MpeGzDmO8F0vF9YxBUWfP+2K5aXQhISEPLbsFKB5hF+XWL9r09KZVYECsO4VnZ+VpLAaYkpFIUpKQPdKJN9N91KAUdybHeAww1nBmRg6RYpuHMUvy0nLauyl1NNuNp1KKlbLSeZJPvwZOT2Mqjj7LylYnqzTTc5MBxt7sgQlSm3FI1AdL6b28YoK+OZruJKbtvkFxnbmhxamlFbiEglpuId1lyLA3IBsB/KLXzKBev4gqGK8QT+JKooGaqMwuYcCb6U3OyU330gWA8AI04sfiKw5T8M5rVFmlsJZYnm2p7sk8krcB127rqCjbxiuIvIHtfG1zdCF1zDKmKsoYaiBu6xzWkDqFtPDRKFChQ6pqUHbwQ5PMUTCjuZ9YlEqn6wkpku0Tu1LAkXHdrIv6gICzBOGpnGOLqPhaUBLtTnGpYWHIKUNSveFz70dYqRSJPD1FkqBTGw1KSTKJdpCeSUJAAHsjKbV4j0WnELdXa937lajZigFTUGZ+jfj+yyiU7Ulxw3UTc3jYTKKTYFO0ZGrAgWuYcpcoQoKcAI5GOWxQGZ93c10h791MzjGkEJSbeqGurgebqQQQFDY2iW1Cbkw2ezCbjuiLVmbQ7LKbTzF9h0iyfTMhFg5Iimc4g2VSYnYSsONgna4vFO4qprZbeva6r7kdYuyvtApcXchVuQF4qzE4DgcAb9Je23qMUrPJfqrN43xdDligqos4VB2yFE+rn1h6yzzUmsE1tE4hSjLPkNzLQOykE7keNuXjDdmBIKT2vaKAuSbd14rgTK0FKL+N++NRSMEzA8HNUWIU0NZC+kqWhzHggg8wcl0flatLVemSs5JOIdl3kJcacSbhSdOx?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?/Q8P5fYVYo9PKZOl0phRU484PRSLqW4tR2uTqUTy3PIQKrfFpmihsIVI0BagLa1Sjlz7HLRCcbZvZh5hNqlcRV1ZkSoK8yl0Bli45XSN1fyiYgOoquezZnZBZGbZHafG+HT4rUN4TO256r2AFzbm4r6zgxrL5gZi1TEMhfzEqTLyhN7qZbGkKsdxqN1W6arREY+W0G+lKSSegj6i7iYI2ho0C6tS00dFTspoR5LAAO4CyUKFHoClKCEpJUo2AHUwtPIi+B/A4xBmi7iudYUZXD0upbSjbT5y4ClI352TrPrtB/HTqG1+6KH4bcDpy7wRL0pbYTOvIRMTy9NlF9zcpO/1ICUfybxe7ZSWkkdRteOVbS1RrK4tGgAAW52Dq48RwkVkXmuc?+3aGuLb?+NrrO1a+pJjNdSxso?+9FXZhZpqwjMCmUilTNRmzssMNqX2e3K4BAO0U3XuLnHOClPTNRwG+qTBAQt2VeJv3FQASLdb8vfipgp3PdY5LZSbrM7ola29OSqyrWNISbAix9cRObq3ZhetYHMq0xVGFuMuh45b7CrYaEg8EjSEvhwHexuSkWt?+AxLUYip9caRMSKw4X1WHv8rXhuvpzTvuCptPI2Rm64WKd5qVRMU1T2genc3vbbv8YrnEEgENl0NjnzAFhzid1DEcnIUhLk88hCGkHWpWwAB8fVA05scSOGqO4uXpxTNK0khKCBZV+u8RIaJ9VIBHmpLqqOCI7+ih+bTehR0XBXcnxikX1qbfKr7A8jG9i3Pao4jfKJejoDdyLaio79YijOJ0TT3Zz0upnXsCb?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?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?+Soo81h2p5y4fngBM0uo02TeA/btqnUK+FJguMFSVL4fuH+jSGK5+XZlcEYZZFSmUE9nql2B2qk33N1JVba5uNr7QIfkoatN1+ezir0+oKmalP0yceI5FxxU6pXwkxTN/Kktpl8VoH/nQ73nWPwVX+U+wriet8RdMmaNhyqT7P6l5NvtJWTcdTr84mfRukEX3G3jBR+Tbyzx/lpkVPMY+o03SHa1XHqjJSM4hTb7UuWWW9S21WLZUptRCSAbAHqIkXENxy5a8OGOmMA4vwriapTsxTmqml6mtS6mg2tbiAklx1B1XaPS243gXc3PKq4hr1GmqJlBgI0CYmAW01ipzKX3mkEWJbYSnQld?+SlLWBb3J6OgTTwtia3LrTBNPTTumc/PqVE8fFXpVd4s8dTNHmmpllh2Tk3XGlBSe3ZlGW3U370rSpBHQpIgm?/JEp0yGaX8NR/vZuOdkzNTlRnH6jUZp2Zmpp1Tz7zqytbriiSpalHckkkknmTHRTyRf7AzR/hqP97NxMqmcOl3eq3yUCik4tZv9d/mqm8qinVxJ0m/7kZP+lTcUxwjpA4m8tOn/AAilPvounyp3+ElSv9EZP+lzcUzwkf4TeWn?+kMp99Bx5UngkTn?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?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?+4SPfgHsFYZbxHXabT1uWam6kwwtIG5SVgGx9So6Bo9FTZQrQb2uNreqM7tGDNBwRzB/ZYfaDHxgePYVK42ayUPd3AhvwLl95FSjCcA1ucm5ItV2Um3G54uJPao7NV7G/1NwfZFqSb?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?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?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?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?+wMfa5x5UiiUOnQk25b7W/2wcNG2J++TcpNRXumZwwAB2LG64ta0FxxSrJTzN7bCPhBCVqJO1lD2gwlqCiCOiQPgj5iboq4lW3w5yDdRx?/RmXRdLcw9Me+2ypafhSINFTDiWgtQslViPZAZ8L82tOZslLaElIZmVX67sqEGpMKAlGT9j8RjN4sbzgdi4d9pjuJijGk?+bGPe5yxpqNQRL+aJnHuxtp0aundfnbwvElwkUilIlm0WS36IHqOwHhziJ2CXAm4O4hyodTEk+40p0BGnWAfYfjHtjI4zTMNPvtGYPxWt?+xva/En4+3Da6oe+N7C1oc4kAtzFrnLIELJJqfVP1mQUFBaLOt36hQIsO8XHwwPDLz1PzJnfP+zTVphagyXVgKaZSAdKArv6+Bgmm2GXaiKi2QSpASdrCxttbuisc28jaTmHVZeqNzL0k40A4JuXd7Nbene4PQ2JHd3xjIQI3WcbAr1w57t3dCU5XkTqEpenGGVMg6khwELA7h33tFVZk0IV+QVJSGNJWWcWDr1agkjVcXsD6olOV+RNLyrxZMVnMdmfx1IvTCHadMzDqnUSiLWUhxjVoWLEkm29hYbCLGo9a4fqa2Jaq4KkKd5m3NtsGYp3o6VuagdgSduV+XKLqGnbG8Oa8u535eyyk773sO7C9w6xb5IOMX4CwFO0pMhNVyltvNJCVol2rqJAsVagnbeKZr2XdHozi3qfXWXweSSbEeu?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?+H5hRYRV6Ypa2mnColCHUqSFNqUBtsUm9gonaH/ABJxYcROB8y6/P0PNXEM2imYhnGmJCdm1zMqttM2tIZLSyU6dI0iwBA5EG1umvERL0+vcM2PF4okhJtuYSnZx1lyyzLPollOo9akOJTbvKRBGeeBzeIbgpQpqaqY7hNLS1cO1hS5pxKQSpSlgAc?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?/wDRAcU7PHODNHG+CqNmHmHWq/IyuI5CaZYnpguIbdDyU6wO/SpQ98x1x4s8Q13CnDhj3EWGKtN0yqyFKU7Kzco6W3mV60jUlQ3B3PKFzSVEJYwuzKbpoqWffeGZDt/dCqnySNLRfTnxOi?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?+jrfVp9zva/jA60fO7NvCMxN0qfqr8ws3SpqrNKW6wq3MFVlgjuJI8IhzRRvYY3jIqwqqTZfYSshEtLJvss4TAk+Vr6wHeLW5WsodSatNMuBpanW+ycU24hYsU6TpUmx9yb3uDyMTWmNIqsq7JzzWtl1JSATzuBtty6xHH8JTk3It4gpJ7eZnT20+y6s2fUblTgP/SHn4+uHvC1akC0iUQoNvtFQ7NY0uJI90lQO8c0lhDJCBoDZelqGq6ZSxVIFt9rXe0Ap8VINSrQk?+wQZdKAkN9ALWtFS5tzOHaNTVeeS7wsCfRSDp687RcsxMSymi+VbpGo36RW2YdLkcQyT8s9LpcSQUquCNYtvYj1xJgldG7cvkVd0Uz2uuw2KGpnHODKstyRk666CdQLaEAFKgN/VFY1iny9XxAJeVbeUyVFTzqwdS09Rc+HxxdqctsFUuWmJySww32rGohawom9+Vyb/ABxAq1jGj0qnVJUxT2m1jUlgJTZRFzsSeW5i0bO1p/w4J5JNXLVvZapcq?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?/XIrh6lsqeUeQCtyeQjtTwK2+dNy9sSR5lM89v+dvxxikpJU3PKYmO0bSlJWkWt1HeI7QcDrSWeFXALKSSESs0kE+E4/B4l+WO9Jwj853d8wsOAMl+DrEGMalibAGHsJVvENGqSpioKYqCp5cnOqdUrU40pxSW19olZF0ixSbWtsO/lI+ILMOiTUpkRIYVmKRh+vspmZqsvKSv5qtJUCWGdJIbSlYHaBXpn0NkpPpjJlPnrP8AD5xa1zGJddNEnMSVKn12XQL9rJOTStSgLH0m1BLgtYko03so36XcUOSFE4lMn1SVHck5irSiBV8N1BtSVIU7ouEhwXu06g6TY23SrfSIjOZ0eZrpMwpgf0mB7YhuuGtuf91yayfy9nc0c36Jl5TCtpyuTLUu4623qLLN9TrunrobC1n7GOtnEzh?/HieHGv4CySwqahWJ+nNUGSk2ltNJZk3Alp4guKSkaWNYG+xKdjaBQ8mdk5UBj/F+bGIqZMSxoKP1PSbb7ekpnFWVM3SfSSttAQkj/tlDmNrE4uuOXGOR2ZxwBl7SMOVFMjTWpipOVFt5xbMy5qUGrNuIAs12S+p+iCHKlzp5wyPPdTVI1lPTOkky3lreTmynz/yRfxbhDNLAU1RaFVUs1GSfcm5Z5KZtB7NaQGnFG60KSbkW+g+O9CeU8ytXhPOmlZiSLCxIYzlQXiE2SmdlwhtY2/bN9irfcnWYdcL+VQzkmcTUiWxRhDBrNHcn2UVJyWlZoPIldae1Ugl8jUEaiLgi4Gx5QXfHJlSxm7w6Vh6nMmbqmG0pxFSlMqB1llJLgFvdBTCnbAc1abdIK8kNSJJRbe6kZbFU0pjhJO71oDvJpKSvioklJFkmjVEgeGlMED5W36R8vf43nPkUQPfkzbnijkD/AJlqH3iYITytv0kZe/xtOfIohyX0xv11pqD/AC9/11Lntln/AHyMJfx5If0hEd28zMeYeyxwFWsfYramHaRRJYzM2iXaDjhRcD0UkgE7jqI4SZZj/wCpGEj/AJ8kP6QiO5GeOXD+b2UmJstZaqopjuIJEyiZtbRdSySpJ1FAI1cuVxCcRtvsvp?/ZKwm4jk3df7oZ6n5S3hcnqXOSjFHxSHH2HGkXozIGpSSBf6L4wOXkrJuXY4hq2w+sJcmcJTTbQPNShNSqiB/JST70TVPkjsRp?/wAd9N/1E5+WiiMZYXxTwFcSdBfpeI2MQz9FYYqanES6pZuYYe7Rt2XUkqUbKQFC99tQNtoVGyBzHRQm5I+CRI6pZIyadtgD8USXlcKVUnKdlpW0y7qpCXmKnKuuhJ0IecSwpCSehUlpwjv0K7oHfggwPw848xpiGmcQ03SJemsUtD9PNSra6Ygv9qkKs4l1vUdJ9ySe+20dJhOZG8cmSDsg1OCo0epoQt1ptxLc/SJxIOkqTv2TyDe1wUqF7a0K3Eao+SSxIaqtFLznp3zLKz2bkxSV+cJRfYFCXNKiB11C/cOUIgqGNhMLzukJ2opnvnE8YDgVd2POBjhGksq8RYywrgBDqmMPzlTp06xX595pRTLKcadSe3KVp2SocwR3iKv8kSb0vNA/94pH3s3BX43pNKyr4WqrhWq1+XEth/BDlFTPTJTLpfW3IllBspVkqWoCybndQAJgT/JDj/erNHf/AJxR/vZuGWvc+nfvG+Y+KfMbGVUe60DI6dyqjyrH+EbQ/wDQ2T/pk7HUSq4gpuE8AzmKqwhxchRqQ5UJpLSAtZZZZK1hKSQCdKTYXjl55Vkf8Yyhn/8ADpP+mTsdOMVYYcxrlbWMGtTiZRdeoExTEzCkaw0X5dTYWU3F7ar2uL2gVH5MV+1HS3481uz5ofMFeUI4cccV1qgUCkYlTNuoWtPbUlpCbJFzuHDFYz9RW5Xpiu0txbCvPVzUuu1lNntCpB8CNvZGPK/yYtey6xaxiZ3N6QnkstONllNHW2TrTa9+1PL1RZyslpLDeY9CwhiTE8s5J1FozLjhSWNYSogMpJJ9JRFuY2vbe0Q6prN4cLRcd+0bDcfxaoga2MCFpaA64FnvNs87205ZKX4S4qaX2DMjjmkTDEwlISqck0hbaz+2KDZSfe1b93KLPW3lxm/hczpTJVanuBSQ9bS4woDfc2U2oXBsbHl0MCxxKzWRGWU4pqk4rW3WU6Q5RZVPnQRtsVLKgWu8glR7gIqDLvOXHuJG0ZaUFZo1Hrz7k3UHGQRMrlEJAUgr+o1bJ9EBXpkk7WEaeXo0Lp5fNaLla7ZmLaies?+6MdjZNCRbfyN+rLmOveaDzRA0JMs1JtsSK1uMIT9CUr3SkfUk262tDFjfCD2IAKhSZsSdVaACXEJ2cSDfSodR48x8BfaQhKJdKWwAkDSkDoByjfUoBSVkjYj1xzyB3FBeea7oyFtNG2GPINAA8BZUo/mJUcKrFNxNLOyjjagx2qkFTbiuey9gbgdOR5w21HNyjzKXA1PMKbYui?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?+b35fREEkoF/qgSN+QgqGH2ZplExLOodacSFIWhQUlQPIgjnDJaWmxXDMd2cxHZyYQYhHuk6HUHuP0VkhQoUEqNKFChQEFFfK1fTHlt9pVP5RiADRzP2KviMH55Wr6Y8tvtKp/KMQBMlJvza1JYSDpSb3NuYtGtofR2/XNey8R9Kd4fALEn9ZX9kn8MO+E8cY2y/qSa1gXFlXoE9tqfp045LqWAbhKtBGpP703B6iMcvT5ddMmHjrK2yre+10j+uGsIU4UISLlRsPXeJJAcLFRQSzMK+Z7js4s6hKfMh?/N6bQw82lta2KdJsvWIFyHUMhaT++BB8Yo6dn6riCpzNZr1UnKjPTJLszNzTynnnVW5qWolSj03MbTFOWmpssTaSApAIsofUp?/2iHGmtNyz85LMghCCjmbk7GENjYzzQAnHSySeeSe9R9h5+Qm2ZuVd0PMLS60sAGygbg7+Ii5a7xd8SWNKQ7hPFOaU9P0qrt+bzksuUlkh1oqsUkpbBF/A9IphsoUnQ6ogJuQfjEODUnMszkm?++2EpW4kCxHfcD2QbmNdYuCSyR7BZpsE4hOmtJGw/tb/AN0T/DXFnxEZe0VvBuDsz52mUam9o3JyrcrLKS0FOFagCpsqNypR3PWKzrqFLqDZA2DabnpzMNdm0DclavDYf7T8EAxteLOF0GyOjN2my2KlPz1Wm5ms1SYL89UZh6ZfdIAK3Fq1LUQNgSSfhiz8FcWXEfgGgSmEsKZsVaTpUmjspWXcQy?+GEdEJU6hSkoFgAkGwHICKmUSpWo?//ABHloN0bXizhdE2Z7DdpsrvpPGZxO4fcn26NmguRbn5x6emSikyI7aYX7t1X0C5UbC5iu6jiDEOMn6zinFtWmqpWKi869NzcyvW46vSNye4AAADYAACwERl83mnVKJJ1LFz78ZEPO+arSh1YtYKSCbEcv6vZCRG1pu0WSjM94s4kpwelGE0yWfS0kOuKRdXXfn8UXG1xhcSuEaJI4Yomac63SpSXTKtMPycrM6WhsEFbrSlEBIsASdtuUU7OTDXzFlkodQXElHohQuCB3Ro1KbemVNpeXcpQknYDcgHpALA/zhdBsro/NNu5O2XuY2OMqcSIxfl9X3aNV0MuMJmWm21kNr2Umy0qTvbuh8zOz9zjzmlJGn5nY4mq7L0x1b0qh5hlsNLUAFEdmhJNwBziA2hWhXDaTvEZpIleG7oJt1LPT5+cpM/K1SnPFmbknkTDDgAJQ4hQUlW+2xAMXWeOfizHLOWpfcUp?+SijYVoD42P84XQZM+PzCR3K8fn6OLQ885qj9xSn5GKyzDzKx3m1iL9VeYuIXq1VfN0SvnLrTbauyQSUps2lI21HpfeI3aFaCbCxhu0AI3zySCznE+KdcK4wxhgSqprmCMUVWg1BIt5xTptcusi4OklBGpNwNjcGLoRx?+cXTUuJZObjhCU6QpVHp6l28SWLk+JigoUB8LH+cAUbKiSPJjiPFSXHmamZ2aU357mJjut4gUFlxDc9OLcZaVa30Nq+hv1JSOZh1yvz1zdyWaqTWV+NJmgoq6mlToZYZc7Yt6gi/aIVa2tfK3OILCtB8Nu7u2ySeK/e3r59alGZWaWYWcNfZxRmViV6uVSXlESLcw6022UsJWtaUWbSkbKcWb2v6UWQjji4sGGkss5x1FKEJCUgSUpsBy?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?/AOIxygGcOru6+lI0pCRYe/zPfByeVq?+mPLb7SqfyjEAVIzEzLrWqXXouk6iQLciRzjT0Po7frmvTuIG1U7w+ATnKzDTVMmkF9KHNblhqsb9IwGnhluTng5s6tHoW5X35xpaQ4hwoXqVqBO1r8+UPTqtNMp/og3W0LH1RK0UQZrypTQlKnLu9nrJSU87WBJEKkTHnb05MaNGvQdN722IjDXgTPy4/e3968fWHglKZkJJJ9G59sFbJHzTaiRfVTlzQCez1A899rg/HDrVVlqVk3gqxbKVDvJtDYiddXIqllPhCdQB9EHUNyel7x8Tc6/MtttuLJQkXSLDbmOdoPVJuAF5OTL0zNdo8u5SQkbWsI1hyj7f/AF1frj4hSTdKFChQES9WsuLUs81Ekx9sq0pWSLg2BHeIxx6FEAgdYCMLL2YSAVbpSSb9/K0eTCipwKUbkoRf?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?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?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?+yDaCHytzly/pfChmjkdiVkyNdr70tVKVPBorTNll5hYlVKSLoKSytaSr0T2q/cn3U/Pks+IIfXhl7/rCe/NI8V5LfiAAF8YZe7f5wnfzSH31FPIAC5Ro4p4SXBvIj2oYMP5gYhwpSp2j0N2VbanpuTnnFuyyHlIelm3kNqQHAUpI84cIVp1AgFKk731pbG+KmJ5qofNh155qXdlbzCUvJcZccW6tDiFgpdSpxxayFhV1G/QQUivJeZ/J54vy+/1hO/mkfP+5g5+JNzi7L/keVQnfzWD6TTesE3uStyzQ1vZmYre8zdM0151KOzCzMFvWX0PMssllxtd2iylqXbQlsICQkWsRYDTVjrE65CbpS55lUnOOOPKYVJsltpbiEocUynRZgqQhCT2Wm6UJB2SACcV5MbPpPPFuAfu?+d/NY+D5MvPkc8WYC+75z81guk03rBIJkGqG8ZnY6S/503iB1t4zElNrcbabSpx?+TKjLOrITdbiNa?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?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?/dH1xrq5H1QoUIcquXRarnuo1nOvqhQoJQJVrnrGqvkYUKCKqpVqu8veEYFc/ehQoCrpFqr5q9+NdfP3oUKGyq2fVYF8jFE8T/AOwqB/Cvf+yFCiRSfmBW+yv+bxeP/UoZ3P19n7IfHGpMfsA/ZGFCi9bquxO0TOx7hr7Bf/uiH1j9l/zvjMKFDo0RM1Smv2B/4v4Y3pz+5Mt/DK/9sKFC26JQ+a38tP2af4RfxGGvG/8AdNj?+T8ZhQoZPNG3z1su/sOW9X4IX/MR73xGFChwaIN596z/VOfwSfijGr3afWr72FChQSxqtCsfsxn7EfHHiOS/WPvTChQaMLWnf2Un7L8BjInmn?+DV8YhQoS5GtGe5t+pXxxhT7kes/hhQoCcHmraoX66//AATnxxFMT/3Qb+2D8QhQoRJ5oRxeeE/t9f4I/FG4/wDsNz?+A/AYUKD5Iuah+WP7HnvslfeGNymf3Kp32Q+UMKFEWPzQnpfOPePgntj9ZR6oUKFDyYK//2Q==" width="303px" alt="covered calls"> "It's by no means a good suggestion to simply decide an possibility in your portfolio without doing all of your research and whether or not it aligns with your investing goals," he explains. Buying a call possibility gives you a possible lengthy place in the underlying stock. Selling https://buybackanalytics.com or uncovered call provides you a potential brief place within the underlying stock. But because the down payment locked in a predetermined price, the customer pays $400,000. Now, in an alternate situation, say the zoning approval doesn’t come via until year 4. Now the homebuyer must pay the market worth because the contract has expired.

h3>Basics Of Choices Trading</h3> The table shows that the value of protection will increase with the extent thereof. However, if the dealer is keen to tolerate some degree of downside risk, selecting a more price effective out-of-the-money choice such as the $40 put could additionally work. In this case, the value of the choice place will be a lot lower at solely $200. On the other hand, if the underlying worth decreases, the trader’s portfolio place loses worth, however this loss is largely covered by the acquire from the put possibility place. Hence, the place can effectively be considered an insurance technique.


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Last-modified: 2023-10-09 (月) 00:21:26 (214d)